Spectrum Math Grade 3 Answer Key Online Pdf | Spectrum Math 3rd Grade Answers

Spectrum Math 3rd Grade Answer Key | Spectrum Math Workbook Grade 3 Answer Key

Spectrum Math Grade 3 Answer Key Pdf Chapter 1 Adding and Subtracting 1 and 2 Digit Numbers (with renaming)

Spectrum Math Grade 3 Answer Key Online Chapter 2 Adding and Subtracting 2- and 3-Digit Numbers (with renaming)

Spectrum Math Grade 3 Answers Chapter 3 Adding and Subtracting to 4-Digit Numbers (with renaming)

Spectrum Math Grade 3 Chapters 1-3 Mid-Test

Spectrum Math 3rd Grade Answer Key Chapter 4 Multiplication

Spectrum Math 3rd Grade Answers Chapter 5 Division

Spectrum Math Workbook Grade 3 Answer Key Pdf Chapter 6 Fractions

Spectrum 3rd Grade Math Workbook Chapter 7 Measurement

Spectrum Math Grade 3 Book Free Download Chapter 8 Time

Spectrum Math Grade 3 Answer Key Chapter 9 Geometry

Spectrum Math Grade 3 Answers Chapter 10 Preparing for Algebra

Spectrum Math Grade 3 Chapters 1-10 Final Test

Spectrum Math Answer Key

Spectrum Math Grade 7 Answer Key Online Pdf | Spectrum Math 7th Grade Answers

Spectrum Math 7th Grade Answer Key | Spectrum Math Workbook Grade 7 Answer Key

Spectrum Math Grade 7 Answer Key Online Chapter 1 Adding and Subtracting Rational Numbers

Spectrum Math Grade 7 Answers Chapter 2 Multiplying and Dividing Rational Numbers

Spectrum Math 7th Grade Answer Key Chapter 3 Expressions, Equations, and Inequalities

Spectrum Math 7th Grade Answers Chapter 4 Ratios and Proportional Relationships

Spectrum Math Grade 7 Chapters 1-4 Mid-Test

Spectrum 7th Grade Math Workbook Chapter 6 Statistics

Spectrum Math Grade 7 Book Free Download Chapter 7 Probability

Spectrum Math Grade 7 Chapters 1-7 Final Test

Spectrum Math Answer Key

Properties of a Rectangle Rhombus and Square | Special Parallelograms Properties

Properties of a Rectangle Rhombus and Square is always a confusing concept for students. Learning every individual topic is important to score good marks in the exam. So, we have explained every individual topic clearly in a detailed manner in this article. Therefore, those who wish to learn the concepts of Parallelogram and its properties, problems, can completely learn the Parallelogram concepts on our website.

Rectangle

A rectangle is said to be a parallelogram when it has all 4 angles having equal measure.

Properties of Rectangle

  • The Opposite sides of a rectangle are parallel.
  • Also, the Opposite sides of a rectangle are equal in length.
  • Diagonals are equal in length.
  • The interior angles are 90 degrees each.
  • Diagonals bisect each other.
  • It has horizontal and vertical lines of symmetry.
  • Each of the diagonal bisects the rectangle into 2 congruent triangles.
  • If you combine the 4 sides of a rectangle, then the mid-points of it form a rhombus.

Rectangle Formulas

If l is the length of the rectangle and b is the breadth of the rectangle, then
Area = lb square units
Perimeter = 2 (l+b) units.

Diagonal Properties of a Rectangle

Prove that the diagonals of a rectangle are equal and bisect each other.

Proof:
Let PQRS be a rectangle that has diagonals PQ and QS intersect at the point O.

rectangle

From ∆ PQR and ∆ QPS,
PQ = QP (common)
∠PQR = ∠QPS (each equal to 90º)
QR = PS (opposite sides of a rectangle).
Therefore, ∆ PQR ≅ ∆ QPS (by SAS congruence)
⇒ PR = QS.
Hence, the diagonals of a rectangle are equal.
From ∆ OPQ and ∆ ORS,
∠OPQ = ∠ORS (alternate angles)
∠OQP = ∠OSR (alternate angles)
PQ = RS (opposite sides of a rectangle)
Therefore, ∆OPQ ≅ ∆ ORS. (by ASA congruence)
⇒ OP = OR and OQ = OS.
This shows that the diagonals of a rectangle bisect each other.

Hence, the diagonals of a rectangle are equal and bisect each other.

Rhombus

The rhombus is a quadrilateral that consists of four sides with equal lengths.

Properties of Rhombus

  • The Rhombus consists of parallel and equal opposite sides. As it consists of parallel and equal opposite sides, it is said to be a parallelogram.
  • All available sides (4 sides) are equal.
  • Also, opposite angles in a rhombus are equal.
  • Diagonals bisect each other.
  • Diagonals of a rhombus intersect each other at right angles.
  • Furthermore, Diagonals bisect opposite vertex angles.
  • Every diagonal divides the rhombus into 2 congruent triangles.

Rhombus Formula

If b is the side, a and b are the two diagonals of the rhombus, then
Area = ab/2 Square units.
Perimeter = 4b units

Diagonal Properties of a Rhombus

Prove that the diagonals of a rhombus bisect each other at right angles.

Proof:
Let PQRS be a rhombus whose diagonals AC and BD intersect at point O.
Rhombus

The diagonals of a parallelogram bisect each other. Also, we know that every rhombus is a parallelogram.
So, the diagonals of a rhombus bisect each other.
Therefore, OP = OR and OQ = OS
From ∆ ROQ and ∆ ROS,
RQ = RS (sides of a rhombus)
RO = RO (common).
OQ = OS (proved)
Therefore, ∆ ROQ ≅ ∆ ROS (by SSS congruence)
⇒ ∠ROQ = ∠ROS
But, ∠ROQ + ∠ROS = 2 right angles (linear pair)
Therefore, ∠ROQ = ∠ROS = 1 right angle.

Hence, the diagonals of a rhombus bisect each other at right angles.

Square

A square is a rectangle that has all equal sides.

Properties of Square

  • The opposite sides of a square are parallel.
  • All 4 sides are equal in length.
  • Diagonals are equal in length.
  • Diagonals bisect opposite vertex angles.
  • The interior angles of a square measure 90 degrees each.
  • Diagonals bisect each other at right angles.
  • It has 4 lines of symmetry – a horizontal, a vertical, and 2 diagonals.
  • Each diagonal bisects the square into 2 congruent triangles.

Square Formula

If b is the side of the square, then
Area = b² square units
Perimeter = 4b units.

Diagonal Properties of a Square

Prove that the diagonals of a square are equal and bisect each other at right angles.

Proof:
We know that the diagonals of a rectangle are equal.
Also, every square is a rectangle.
Therefore, the diagonals of a square are equal.
Again, the diagonals of a rhombus bisect each other at right angles. But, every square is a rhombus.
So, the diagonals of a square bisect each other at right angles.

Hence, the diagonals of a square are equal and also bisect each other at right angles.

Note 1: If the diagonals of a quadrilateral are equal but it is not necessary to be a rectangle.
Note 2: If the diagonals of a quadrilateral interest at a point with right angles then also it is not necessary to become a rhombus.

Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key

Students can use the Spectrum Math Grade 3 Answer Key Chapters 1-3 Mid-Test as a quick guide to resolve any of their doubts.

Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answers Key

Add or Subtract.

Question 1.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 1
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-1
Explanation:
There are two 1-digit numbers and given, add numbers in the ones place 5+3 = 8.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 2
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-2
Explanation:
There is one 2-digit number and one 1-digit number given, first add numbers in the ones place, then lastly add numbers in the tens place, 7+12 = 19.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 3
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-3
Explanation:
There is one 2-digit number and one 1-digit number given, first add numbers in the ones place, then lastly add numbers in the tens place, 33+2 = 35.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 4
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-4
Explanation:
There is one 2-digit number and one 1-digit number given, first add numbers in the ones place, then lastly add numbers in the tens place, 19+7 = 26.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 5
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-5
Explanation:
There is one 2-digit number and one 1-digit number given, first add numbers in the ones place, then lastly add numbers in the tens place, 21+5 = 26.

Question 2.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 6
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-6
Explanation:
There are two 2-digit numbers given, first add numbers in the ones place and then lastly add numbers in the tens place, 54+13 = 67.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 7
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-7
Explanation:
There are two 2-digit numbers given, first add numbers in the ones place and then lastly add numbers in the tens place, 16+42 = 58.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 8
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-8
Explanation:
There are two 2-digit numbers given, first add numbers in the ones place and then lastly add numbers in the tens place, 96+39 = 135.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 9
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-9
Explanation:
There are two 2-digit numbers given, first add numbers in the ones place and then lastly add numbers in the tens place, 16+54 = 70.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 10
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-10
Explanation:
There are two 2-digit numbers given, first add numbers in the ones place and then lastly add numbers in the tens place, 87+63 = 150.

Question 3.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 11
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-11
Explanation:
There are two 3-digit numbers given, first add numbers in the ones place, then tens and lastly add numbers in the hundreds place, 116+23 = 139.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 12
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-12
Explanation:
There are two 3-digit numbers given, first add numbers in the ones place, then tens and lastly add numbers in the hundreds place, 110+30 = 140.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 13
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-13
Explanation:
There are two 3-digit numbers given, first add numbers in the ones place, then tens and lastly add numbers in the hundreds place, 319+400 = 719.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 14
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-14
Explanation:
There are two 3-digit numbers given, first add numbers in the ones place, then tens and lastly add numbers in the hundreds place, 607+401 = 1008.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 15
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-15
Explanation:
There are two 3-digit numbers given, first add numbers in the ones place, then tens and lastly add numbers in the hundreds place, 632+481 = 1113.

Question 4.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 16
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-16
Explanation:
There are three 3-digit numbers in column form, first add numbers in the ones place, then tens and lastly add numbers in the hundreds place, 23+39+42 = 104.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 17
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-17
Explanation:
There are three 3-digit numbers in column form, first add numbers in the ones place, then tens and lastly add numbers in the hundreds place, 11+31+73 = 115.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 18
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-18
Explanation:
There are three 3-digit numbers in column form, first add numbers in the ones place, then tens and lastly add numbers in the hundreds place, 29+36+5 = 70.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 19
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-19
Explanation:
There are three 3-digit numbers in column form, first add numbers in the ones place, then tens and lastly add numbers in the hundreds place, 192+305+486 = 983.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 20
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-20
Explanation:
There are three 3-digit numbers in column form, first add numbers in the ones place, then tens and lastly add numbers in the hundreds place, 611+812+233 = 1656.

Question 5.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 21
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-21
Explanation:
Subtract the ones.
Subtract the tens.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 22
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-22
Explanation:
Subtract the ones.
Subtract the tens.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 23
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-23
Explanation:
Rename 1 tens and 6 ones as “0 tens and 16 ones.” Subtract the ones.
Subtract the tens.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 24
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-24
Explanation:
Subtract the ones.
Subtract the tens.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 25
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-25
Explanation:
Subtract the ones.
Subtract the tens.

Question 6.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 26
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-26
Explanation:
Rename 3 tens and 6 ones as “2 tens and 16 ones.” Subtract the ones.
Subtract the tens.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 27
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-27
Explanation:
Rename 2 tens and 5 ones as “1 tens and 15 ones.” Subtract the ones.
Subtract the tens.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 28
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-28
Explanation:
Subtract the ones.
Subtract the tens.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 29
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-29
Explanation:
Rename 9 tens and 2 ones as “8 tens and 12 ones.” Subtract the ones.
Subtract the tens.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 30
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-30
Explanation:
Rename 4 tens and 5 ones as “3 tens and 15 ones.” Subtract the ones.
Subtract the tens.

Question 7.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 31
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-31
Explanation:
Subtract the ones.
Rename 5 hundreds and 1 tens as “4 hundreds and 11 tens.” Subtract the tens.
As there is no hundreds place digit in the second number consider it to be zero and then subtract the hundreds.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 32
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-32
Explanation:
Subtract the ones.
Rename 2 hundreds and 0 tens as “1 hundreds and 10 tens.” Subtract the tens.
Subtract the hundreds.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 33
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-33
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 34
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-34
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 35
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-35
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.

Question 8.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 36
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-36
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 37
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-37
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 38
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-38
Explanation:
Subtract the ones.
Rename 3 hundreds and 1 tens as “2 hundreds and 11 tens.” Subtract the tens.
Subtract the hundreds.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 39
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-39
Explanation:
Subtract the ones.
Rename 5 hundreds and 2 tens as “4 hundreds and 12 tens.” Subtract the tens.
Subtract the hundreds.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 40
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-40
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.

Add or Subtract.

Question 9.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 41
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-41
Explanation:
There is one 4-digit number and one 3-digit number given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 1034+311 = 1345.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 42
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-42
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 6654+2862 = 9516.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 43
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-43
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5112+3342 = 8454.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 44
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-44
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5762+2903 = 8665.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 45
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-45
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4863+2971 = 7834.

Question 10.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 46
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-46
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 7107+1986 = 9093.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 47
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-47
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5403+1969 = 7372.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 48
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-48
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4321+2642 = 6963.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 49
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-49
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 1969+2543 = 4512.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 50
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-50
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 6032+2961 = 8993.

Question 11.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 51
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-51
Explanation:
Subtract the ones.
Subtract the tens.
Rename 5 thousands and 1 hundreds as “4 thousands and 11 hundreds.” Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 52
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-52
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 53
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-53
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 54
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-54
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 55
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-55
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

Question 12.
a.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 56
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-56
Explanation:
Subtract the ones.
Rename 1 hundreds and 0 tens as “0 hundreds and 10 tens.” Subtract the tens.
Rename 5 thousands and 0 hundreds as “4 thousands and 10 hundreds.” Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

b.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 57
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-57
Explanation:
Subtract the ones.
Rename 9 hundreds and 8 tens as “8 hundreds and 18 tens.” Subtract the tens.
Rename 7 thousands and 8 hundreds as “6 thousands and 18 hundreds.” Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

c.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 58
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-58
Explanation:
Subtract the ones.
Rename 4 hundreds and 5 tens as “3 hundreds and 15 tens.” Subtract the tens.
Subtract the hundreds.
Subtract the thousands.

d.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 59
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-59
Explanation:
Subtract the ones.
Rename 8 hundreds and 7 tens as “7 hundreds and 17 tens.” Subtract the tens.
Rename 9 thousands and 7 hundreds as “8 thousands and 17 hundreds.” Subtract the hundreds.
Subtract the thousands.

e.
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key 60
Answer:
Spectrum Math Grade 3 Chapters 1-3 Mid-Test Answer Key-60
Explanation:
Subtract the ones.
Rename 7 hundreds and 6 tens as “6 hundreds and 16 tens.” Subtract the tens.
Rename 8 thousands and 6 hundreds as “7 thousands and 16 hundreds.” Subtract the hundreds.
Subtract the thousands.

Round each number to the place named.

Question 13.
a.
5,432
tens
_______
Answer:
5,430 is the rounded off number of 5,432,

Explanation:
To round off a number to tens we need to check the ones place as the ones place is less than 5 in the above question we need not change the  hundreds place and the tens place but change the ones to zero, 5,432 is rounded off to 5,430.

b.
986
tens
_______
Answer:
990 is the rounded off number of 986,

Explanation:
To round off a number to tens we need to check the ones place as the ones place is more than 5 in the above question we can add 1 to the tens place but change the ones to zero, 986 is rounded off to 990.

c.
78,654
hundreds
________
Answer:
78,700 is the rounded off number of 78,654,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is more than 5 in the above question we can add 1 to the hundreds place by changing the tens and ones to zero, 78,654 is rounded off to 78,700.

d.
9,865
tens
_______
Answer:
9,870 is the rounded off number of 9,865,

Explanation:
To round off a number to tens we need to check the ones place as the ones place is more than 5 in the above question we can add 1 to the tens place but change the ones to zero, 9,865 is rounded off to 9,870.

e.
54,329
hundreds
_______
Answer:
54,300 is the rounded off number of 54,329,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is less than 5 in the above question we need not change the  hundreds place but change the tens and ones to zero, 54,329 is rounded off to 54,300.

Question 14.
a.
8,402
hundreds
_________
Answer:
8,400 is the rounded off number of 8,402,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is less than 5 in the above question we need not change the  hundreds place but change the tens and ones to zero, 8,402 is rounded off to 8,400.

b.
517
hundreds
________
Answer:
500 is the rounded off number of 517,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is less than 5 in the above question we need not change the  hundreds place but change the tens and ones to zero, 517 is rounded off to 500.

c.
404
tens
_______
Answer:
400 is the rounded off number of 404,

Explanation:
To round off a number to hundreds we need to check the ones place as the tens place is less than 5 in the above question we need not change the  hundreds place but change the tens and ones to zero, 404 is rounded off to 400.

d.
269
tens
_______
Answer:
270 is the rounded off number of 269,

Explanation:
To round off a number to tens we need to check the ones place as the ones place is more than 5 in the above question we can add 1 to the tens place but change the ones to zero, 269 is rounded off to 270.

e.
1,790
hundreds
_______
Answer:
1,800 is the rounded off number of 1,790,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is more than 5 in the above question we can add 1 to the hundreds place by changing the tens and ones to zero, 1,790 is rounded off to 1,800.

Question 15.
a.
454
tens
_______
Answer:
450 is the rounded off number of 454,

Explanation:
To round off a number to hundreds we need to check the ones place as the tens place is less than 5 in the above question we need not change the  hundreds place but change the tens and ones to zero, 454 is rounded off to 450.

b.
9,949
hundreds
_______
Answer:
9,900 is the rounded off number of 9,949,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is less than 5 in the above question we need not change the  hundreds place but change the tens and ones to zero, 9,949 is rounded off to 9,900.

c.
815
hundreds
_______
Answer:
800 is the rounded off number of 815,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is less than 5 in the above question we need not change the  hundreds place but change the tens and ones to zero, 815 is rounded off to 800.

d.
1,087
hundreds
________
Answer:
1,100 is the rounded off number of 1,087,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is more than 5 in the above question we can add 1 to the hundreds place by changing the tens and ones to zero, 1,087 is rounded off to 1,100.

e.
127
tens
________
Answer:
130 is the rounded off number of 127,

Explanation:
To round off a number to tens we need to check the ones place as the ones place is more than 5 in the above question we can add 1 to the tens place but change the ones to zero, 127 is rounded off to 130.

Question 16.
a.
7,737
hundreds
_______
Answer:
7,700 is the rounded off number of 7,732,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is less than 5 in the above question we need not change the  hundreds place but change the tens and ones to zero, 7,732 is rounded off to 7,700.

b.
2,424
hundreds
_______
Answer:
2,400 is the rounded off number of 2,424,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is less than 5 in the above question we need not change the  hundreds place but change the tens and ones to zero, 2,424 is rounded off to 2,400.

c.
380
tens
_______
Answer:
380 is the rounded off number of 380,

Explanation:
To round off a number to tens we need to check the ones place as the ones place is less than 5 in the above question we need not change the  hundreds place and the tens place but change the ones to zero, 380 is rounded off to 380.

d.
739
tens
_______
Answer:
740 is the rounded off number of 739,

Explanation:
To round off a number to tens we need to check the ones place as the ones place is more than 5 in the above question we can add 1 to the tens place but change the ones to zero, 739 is rounded off to 740.

e.
766
hundreds
______
Answer:
800 is the rounded off number of 766,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is more than 5 in the above question we can add 1 to the hundreds place by changing the tens and ones to zero, 766 is rounded off to 800.

Solve each problem.

Question 17.
Marcella has a dog-walking business. She walked 12 dogs on Thursday, 15 dogs on Saturday, and 9 dogs on Sunday. How many dogs did Marcella walk altogether?
Marcella walked ____ dogs altogether.
Answer:
Marcella walked 36 dogs altogether,

Explanation:
Number of dogs Marcella took to walk on Thursday = 12, Number of dogs Marcella took to walk on Saturday = 15, Number of dogs Marcella took to walk on Sunday = 9, Total number of dogs Marcella walked altogether = Number of dogs Marcella took to walk on Thursday + Number of dogs Marcella took to walk on Saturday + Number of dogs Marcella took to walk on Sunday = 12 + 15 + 9 = 36 dogs.

Question 18.
Last week, the ice cream shop sold 188 hot fudge sundaes, 514 chocolate sundaes, and 62 strawberry sundaes. How many more hot fudge sundaes did the store sell than chocolate and strawberry combined?
The store sold _________ more hot fudge sundaes than all the others combined.
Answer:
Number of hot fudges are less than combined number of chocolate and strawberry sundaes,

Explanation:
Number of hot fudge sundaes sold = 188, Number of chocolate sundaes sold = 514, Number of strawberry sundaes sold = 62, Combined number of chocolate and strawberry sundaes = Number of chocolate sundaes sold + Number of strawberry sundaes sold = 514 + 62 = 576.

Question 19.
Owen is going to visit his aunt. He travels 278 miles on Saturday. He travels 81 miles farther on Sunday than he did on Saturday. How many miles did Owen travel on Sunday?
Owen traveled __________ miles on Sunday.
Answer:
Owen travelled 359 miles on Sunday,

Explanation:
Number of miles Owen travels on Saturday = 278 miles, Number of more miles travelled on Sunday = 81 miles, Total number of miles Owen travelled on Sunday = Number of miles Owen travels on Saturday + Number of more miles travelled on Sunday = 278 + 81 = 359 miles.

Question 20.
Delciny’s favorite book is Trees in the Breeze. The book has 85 pages of text and 145 pages of pictures. If Delany is on page 197, how many pages are left?
There are ____ pages left.
Answer:
There are 33 pages left in the book,

Explanation:
Number of pages of text in the book = 85, Number of pages of pictures in the book = 145, Total number of pages in the book = Number of pages of text in the book + Number of pages of pictures in the book = 85 + 145 = 230 pages, The page Delany is reading now = Number of pages read by Delany = 197, Number of pages left = Total number of pages in the book – The page Delany is reading now = 230 – 197 = 33 pages.

Question 21.
Joey is running a 26-mile marathon. Joey takes a break after’4 miles. He then runs 8 miles more. How many miles does Joey have left to run?
Joey has __________ miles left to run.
Answer:
Joey has 14 miles left to run,

Explanation:
Total number of miles to be ran in the marathon = 26 mile, Number of miles Joey ran before break = 4 miles, Number of miles Joey ran after a break = 8 miles,  Number of miles left for Joey to run = Total number of miles to be ran in the marathon – (Number of miles Joey ran before break + Number of miles Joey ran after a break)= 26 – (4+8) = 26 – 12 = 14 miles.

Question 22.
Jasper visited the zoo and saw ‘45 lizards, snakes, and turtles alto9ether. If he saw 12 lizards and 26 snakes, how many turtles did Jasper see?
Jasper saw ___________ turtles.
Answer:
Jasper saw 7 turtles,

Explanation:
Total number of animals Jasper saw in the zoo = 45 altogether, Number of lizards = 12, Number of snakes = 26, Number of turtles = Total number of animals Jasper saw in the zoo – (Number of lizards + Number of snakes) = 45 – (12 + 26) = 7.

Solve each problem.

Question 23.
Sarah has 50 marbles and Jessie has 63 marbles. How many marbles do they have together?
Sarah and Jessie have _______ marbles together.
Answer:
Sarah and Jessie have 113 marbles altogether,

Explanation:
Number of marbles Sarah has = 50, Number of marbles Jessie has = 63, Total number of marbles Sarah and Jessie have = Number of marbles Sarah has + Number of marbles Jessie has = 50 + 63 = 113.

Question 24.
A pencil costs ‘48 cents and a package of gum costs 29 cents. Estimate about how much the pencil and the package of gum cost together. The pencil and the package of gum cost about ________ cents.
Answer:
Actual cost of the pencil and the gum is 77 cents, Estimated cost of the pencil and the gum is 80 cents,

Explanation:
Cost of the pencil = 48 cents, Estimated cost of the pencil = 50 cents, Cost of the package of gum = 29 cents, Estimated cost of the package of gum = 30 cents, Total estimated cost of the pencil and the gum = 50 + 30 = 80 cents, Actual cost of the pencil and the gum = Cost of the pencil + Cost of the gum = 48 + 29 = 77 cents.

Question 25.
Gloria has saved 329 dollars. If she spends 58 dollars, how much money will she have left?
Gloria will have _______ dollars left.
Answer:
271 dollars are left with Gloria,

Explanation:
Total number of dollars Gloria has = 329 dollars, Number of dollars Gloria spent = 58 dollars, Number of Dollars Gloria is left with = Total number of dollars Gloria has – Number of dollars Gloria spent = 329 – 58 = 271 dollars.

Question 26.
Tito read 320 pages in a book. Akando read 323 pages in a book. Kenji read 313 pages in
a book. How many pages did they read?
Tito, Akando, and Kenji read _____ pages.
Answer:
Tito, Akando, and Kenji read 956 pages in all,

Explanation:
Number of pages Tito read = 320 pages, Number of pages Akando read = 323 pages, Number of pages Kenji read = 313 pages, Total number of pages they read = Number of pages Tito read + Number of pages Akando read + Number of pages Kenji read = 320 + 323 + 313 = 956 pages.

Question 27.
In the year 1983, Mr. Smith was 94 years old. In what year was he born?
Mr. Smith was born in the year _____
Answer:
Mr. Smith was born in the year 1889,

Explanation:
Age of Mr. Smith in the year 1983 = 94 years, Year in which Mr. Smith was born = 1983 – 94 = 1889.

Question 28.
Tobias had 53 baseball cards. He gave his friends 28 of the baseball cards. Estimate how many baseball cards Tobias has left.
Tobias has about _______ baseball cards left.
Answer:
Tobias has about 20 baseball cards left,

Explanation:
Actual number of baseball cards Tobias has = 53, Estimated number of baseball cards Tobias has = 50, Actual number of baseball cards Tobias gave his friends = 28, Estimated number of baseball cards Tobias gave his friends = 30, Estimated number of baseball cards Tobias is left with = Estimated number of baseball cards Tobias has – Estimated number of baseball cards Tobias gave his friends = 50 – 30 = 20.

Question 29.
Thirteen students from Mrs. Daley’s class want to go camping. Eighteen students from Mrs. Campbell’s class want to go camping. Estimate many students want to go camping altogether.
About _______ students want to go camping all together.
Answer:
About 30 students want to go for camping all together,

Explanation:
Actual number of students from Mrs. Daley’s class who want to go for camping = 13, Estimated number of students from Mrs. Daley’s class who want to go for camping = 10, Actual number of students from Mrs. Campbell’s class who want to go for camping = 18, Estimated number of students from Mrs. Campbell’s class who want to go for camping = 20, Total number of estimated students who want to go for camping all together = Estimated number of students from Mrs. Daley’s class who want to go for camping + Estimated number of students from Mrs. Campbell’s class who want to go for camping = 10 + 20 = 30.

Spectrum Math Grade 3 Chapter 4 Posttest Answer Key

Students can use the Spectrum Math Grade 3 Answer Key Chapter 4 Posttest as a quick guide to resolve any of their doubts.

Spectrum Math Grade 3 Chapter 4 Posttest Answers Key

Multiply.

Question 1.
a.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 1
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-1
Explanation:
Any number multiplied by 1 gives the same number itself, hence 1 × 5 = 5.

b.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 2
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-2
Explanation:
By mental computation,
As the number to be added is 9 and the integral number value is 9, so to find the value we need to add 9 for 9 times, 9 × 9 = 9 + 9 + 9 + 9 + 9 + 9 + 9 + 9 + 9 = 81, hence 9 × 9 = 81.

c.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 3
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-3
Explanation:
By mental computation,
As the number to be added is 3 and the integral number value is 2, so to find the value we need to add 3 for 2 times, 3 × 2 = 3 + 3 = 6, hence 3 × 2 = 6.

d.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 4
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-4
Explanation:
By mental computation,
As the number to be added is 5 and the integral number value is 4, so to find the value we need to add 5 for 4 times, 5 × 4 = 5 + 5 + 5 + 5 = 20, hence 3 × 2 = 6.

e.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 5
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-5
Explanation:
By mental computation,
As the number to be added is 6 and the integral number value is 3, so to find the value we need to add 6 for 3 times, 6 × 3 = 6 + 6 + 6 = 18, hence 6 × 3 = 18.

f.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 6
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-6
Explanation:
Any number multiplied by 0 gives the product as 0, hence 8 × 0 = 0.

Question 2.
a.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 7
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-7
Explanation:
By mental computation,
As the number to be added is 9 and the integral number value is 7, so to find the value we need to add 9 for 7 times, 9 × 7 = 9 + 9 + 9 + 9 + 9 + 9 + 9 = 63, hence 9 × 7 = 63.

b.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 8
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-8
Explanation:
By mental computation,
As the number to be added is 5 and the integral number value is 2, so to find the value we need to add 5 for 2 times, 5 × 2 = 5 + 5 = 10, hence 5 × 2 = 10.

c.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 9
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-9
Explanation:
Any number multiplied by 1 gives the same number itself, hence 6 × 1 = 6.

d.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 10
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-10
Explanation:
By mental computation,
As the number to be added is 8 and the integral number value is 2, so to find the value we need to add 8 for 2 times, 8 × 2 = 8 + 8 = 16, hence 8 × 2 = 16.

e.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 11
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-11
Explanation:
By mental computation,
As the number to be added is 5 and the integral number value is 7, so to find the value we need to add 5 for 7 times, 5 × 7 = 5 + 5 + 5 + 5 + 5 + 5 + 5 = 35, hence 5 × 7 = 35.

f.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 12
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-12
Explanation:
By mental computation,
As the number to be added is 3 and the integral number value is 4, so to find the value we need to add 3 for 4 times, 3 × 4 = 3 + 3 + 3 + 3 = 12, hence 3 × 4 = 12.

Question 3.
a.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 13
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-13
Explanation:
By mental computation,
As the number to be added is 6 and the integral number value is 5, so to find the value we need to add 6 for 5 times, 6 × 5 = 6 + 6 + 6 + 6 + 6 = 30, hence 6 × 5 = 30.

b.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 14
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-14
Explanation:
By mental computation,
As the number to be added is 8 and the integral number value is 3, so to find the value we need to add 8 for 3 times, 8 × 3 = 8 + 8 + 8 = 24, hence 8 × 3 = 24.

c.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 15
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-15
Explanation:
By mental computation,
As the number to be added is 4 and the integral number value is 3, so to find the value we need to add 4 for 3 times, 4 × 3 = 4 + 4 + 4 = 12, hence 4 × 3 = 12.

d.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 16
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-16
Explanation:
Any number multiplied by 0 gives the product as 0, hence 0 × 8 = 0.

e.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 17
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-17
Explanation:
By mental computation,
As the number to be added is 6 and the integral number value is 2, so to find the value we need to add 6 for 2 times, 6 × 2 = 6 + 6 = 12, hence 6 × 2 = 12.

f.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 18
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-18
Explanation:
By mental computation,
As the number to be added is 4 and the integral number value is 7, so to find the value we need to add 4 for 7 times, 4 × 7 = 4 + 4 + 4 + 4 + 4 + 4 + 4 = 28, hence 4 × 7 = 28.

Question 4.
a.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 19
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-19
Explanation:
Step 1: Multiply the integral value 2 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 2 × 0 = 0.
Step 2: Multiply the integral value 2 with the number in tens place, any number multiplied by 1 gives the same number itself, hence 2 × 1 = 2.
Therefore, 10 × 2 = 20.

b.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 20
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-20
Explanation:
Step 1: Multiply the integral value 4 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 4 × 0 = 0.
Step 2: Multiply the integral value 4 with the number in tens place,
By mental computation,
As the number to be added is 2 and the integral number value is 4, so to find the value we need to add 2 for 4 times, 2 × 4 = 2 + 2 + 2 + 2 = 8, hence 2 × 4 = 8.
Therefore, 20 × 4 = 80.

c.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 21
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-21
Explanation:
Step 1: Multiply the integral value 5 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 5 × 0 = 0.
Step 2: Multiply the integral value 5 with the number in tens place, any number multiplied by 1 gives the same number itself, hence 5 × 1 = 5.
Therefore, 10 × 5 = 50.

d.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 22
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-22
Explanation:
Any number multiplied by 1 gives the same number itself, hence 40 × 1 = 40.

e.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 23
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-23
Explanation:
Any number multiplied by 0 gives the product as 0, hence 10 × 0 = 0.

f.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 24
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-24
Explanation:
Any number multiplied by 0 gives the product as 0, hence 20 × 0 = 0.

Question 5.
a.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 25
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-25
Explanation:
Step 1: Multiply the integral value 2 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 2 × 0 = 0.
Step 2: Multiply the integral value 2 with the number in tens place,
By mental computation,
As the number to be added is 5 and the integral number value is 2, so to find the value we need to add 5 for 2 times, 5 × 2 = 5 + 5 = 10, hence 5 × 2 = 10.
Therefore, 50 × 2 = 100.

b.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 26
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-26
Explanation:
Step 1: Multiply the integral value 2 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 2 × 0 = 0.
Step 2: Multiply the integral value 2 with the number in tens place,
By mental computation,
As the number to be added is 4 and the integral number value is 2, so to find the value we need to add 4 for 2 times, 4 × 2 = 4 + 4 = 8, hence 4 × 2 = 8.
Therefore, 40 × 2 = 80.

c.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 27
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-27
Explanation:
Step 1: Multiply the integral value 3 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 3 × 0 = 0.
Step 2: Multiply the integral value 3 with the number in tens place, any number multiplied by 1 gives the same number itself, hence 3 × 1 = 3.
Therefore, 10 × 3 = 30.

d.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 28
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-28
Explanation:
Step 1: Multiply the integral value 2 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 2 × 0 = 0.
Step 2: Multiply the integral value 2 with the number in tens place,
By mental computation,
As the number to be added is 3 and the integral number value is 2, so to find the value we need to add 3 for 2 times, 3 × 2 = 3 + 3 = 6, hence 3 × 2 = 6.
Therefore, 30 × 2 = 60.

e.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 29
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-29
Explanation:
Step 1: Multiply the integral value 5 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 5 × 0 = 0.
Step 2: Multiply the integral value 5 with the number in tens place,
By mental computation,
As the number to be added is 2 and the integral number value is 5, so to find the value we need to add 2 for 5 times, 2 × 5 = 2 + 2 + 2 + 2 + 2 = 10, hence 2 × 5 = 10.
Therefore, 20 × 5 = 100.

f.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 30
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-30
Explanation:
Step 1: Multiply the integral value 3 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 3 × 0 = 0.
Step 2: Multiply the integral value 3 with the number in tens place,
By mental computation,
As the number to be added is 2 and the integral number value is 3, so to find the value we need to add 2 for 3 times, 2 × 3 = 2 + 2 + 2 = 6, hence 2 × 3 = 6.
Therefore, 20 × 3 = 60.

Question 6.
a.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 31
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-31
Explanation:
Step 1: Multiply the integral value 2 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 2 × 0 = 0.
Step 2: Multiply the integral value 2 with the number in tens place,
By mental computation,
As the number to be added is 2 and the integral number value is 2, so to find the value we need to add 2 for 2 times, 2 × 2 = 2 + 2 = 4, hence 2 × 2 = 4.
Therefore, 20 × 2 = 40.

b.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 32
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-32
Explanation:
Step 1: Multiply the integral value 3 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 3 × 0 = 0.
Step 2: Multiply the integral value 3 with the number in tens place,
By mental computation,
As the number to be added is 5 and the integral number value is 3, so to find the value we need to add 5 for 3 times, 5 × 3 = 5 + 5 + 5 = 15, hence 5 × 3 = 15.
Therefore, 50 × 3 = 150.

c.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 33
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-33
Explanation:
Step 1: Multiply the integral value 5 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 5 × 0 = 0.
Step 2: Multiply the integral value 2 with the number in tens place,
By mental computation,
As the number to be added is 4 and the integral number value is 5, so to find the value we need to add 4 for 5 times, 4 × 5 = 4 + 4 + 4 + 4 + 4 = 20, hence 4 × 5 = 20.
Therefore, 40 × 5 = 200.

d.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 34
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-34
Explanation:
Step 1: Multiply the integral value 3 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 3 × 0 = 0.
Step 2: Multiply the integral value 3 with the number in tens place,
By mental computation,
As the number to be added is 4 and the integral number value is 3, so to find the value we need to add 4 for 3 times, 4 × 3 = 4 + 4 + 4 = 12, hence 4 × 3 = 12.
Therefore, 40 × 3 = 120.

e.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 35
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-35
Explanation:
Any number multiplied by 1 gives the same number itself, hence 70 × 1 = 70.

f.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 36
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-36
Explanation:
Step 1: Multiply the integral value 2 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 2 × 0 = 0.
Step 2: Multiply the integral value 2 with the number in tens place,
By mental computation,
As the number to be added is 6 and the integral number value is 2, so to find the value we need to add 6 for 2 times, 6 × 2 = 6 + 6 = 12, hence 6 × 2 = 12.
Therefore, 60 × 2 = 120.

Question 7.
a.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 37
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-37
Explanation:
Step 1: Multiply the integral value 3 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 3 × 0 = 0.
Step 2: Multiply the integral value 3 with the number in tens place,
By mental computation,
As the number to be added is 7 and the integral number value is 3, so to find the value we need to add 7 for 3 times, 7 × 3 = 7 + 7 + 7 = 21, hence 7 × 3 = 21.
Therefore, 70 × 3 = 210.

b.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 38
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-38
Explanation:
Step 1: Multiply the integral value 5 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 5 × 0 = 0.
Step 2: Multiply the integral value 5 with the number in tens place,
By mental computation,
As the number to be added is 6 and the integral number value is 5, so to find the value we need to add 6 for 5 times, 6 × 5 = 6 + 6 + 6 + 6 + 6 = 30, hence 6 × 5 = 30.
Therefore, 60 × 5 = 300.

c.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 39
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-39
Explanation:
Step 1: Multiply the integral value 4 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 4 × 0 = 0.
Step 2: Multiply the integral value 4 with the number in tens place,
By mental computation,
As the number to be added is 3 and the integral number value is 4, so to find the value we need to add 3 for 4 times, 3 × 4 = 3 + 3 + 3 + 3 = 12, hence 3 × 4 = 12.
Therefore, 30 × 4 = 120.

d.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 40
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-40
Explanation:
Step 1: Multiply the integral value 8 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 8 × 0 = 0.
Step 2: Multiply the integral value 8 with the number in tens place,
By mental computation,
As the number to be added is 2 and the integral number value is 8, so to find the value we need to add 2 for 8 times, 2 × 8 = 2 + 2 + 2 + 2 + 2 + 2 + 2 + 2 = 16, hence 2 × 8 = 16.
Therefore, 20 × 8 = 160.

e.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 41
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-41
Explanation:
Step 1: Multiply the integral value 5 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 5 × 0 = 0.
Step 2: Multiply the integral value 5 with the number in tens place,
By mental computation,
As the number to be added is 3 and the integral number value is 5, so to find the value we need to add 3 for 5 times, 3 × 5 = 3 + 3 + 3 + 3 + 3 = 15, hence 3 × 5 = 15.
Therefore, 30 × 5 = 150.

f.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 42
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-42
Explanation:
Step 1: Multiply the integral value 9 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 9 × 0 = 0.
Step 2: Multiply the integral value 9 with the number in tens place, any number multiplied by 1 gives the same number itself, hence 9 × 1 = 9.
Therefore, 10 × 9 = 90.

Question 8.
a.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 43
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-43
Explanation:
Step 1: Multiply the integral value 4 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 4 × 0 = 0.
Step 2: Multiply the integral value 4 with the number in tens place,
By mental computation,
As the number to be added is 4 and the integral number value is 4, so to find the value we need to add 4 for 4 times, 4 × 4 = 4 + 4 + 4 + 4 = 16, hence 4 × 4 = 16.
Therefore, 40 × 4 = 160.

b.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 44
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-44
Explanation:
Step 1: Multiply the integral value 2 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 2 × 0 = 0.
Step 2: Multiply the integral value 2 with the number in tens place,
By mental computation,
As the number to be added is 9 and the integral number value is 2, so to find the value we need to add 9 for 2 times, 9 × 2 = 9 + 9 = 18, hence 9 × 2 = 18.
Therefore, 90 × 2 = 180.

c.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 45
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-45
Explanation:
Step 1: Multiply the integral value 4 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 4 × 0 = 0.
Step 2: Multiply the integral value 4 with the number in tens place,
By mental computation,
As the number to be added is 7 and the integral number value is 4, so to find the value we need to add 7 for 4 times, 7 × 4 = 7 + 7 + 7 + 7 = 28, hence 7 × 4 = 28.
Therefore, 70 × 4 = 280.

d.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 46
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-46
Explanation:
Step 1: Multiply the integral value 8 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 8 × 0 = 0.
Step 2: Multiply the integral value 8 with the number in tens place,
By mental computation,
As the number to be added is 5 and the integral number value is 8, so to find the value we need to add 5 for 8 times, 5 × 8 = 5 + 5 + 5 + 5 + 5 + 5 + 5 + 5 = 40, hence 5 × 8 = 40.
Therefore, 50 × 8 = 400.

e.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 47
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-47
Explanation:
Step 1: Multiply the integral value 3 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 3 × 0 = 0.
Step 2: Multiply the integral value 3 with the number in tens place,
By mental computation,
As the number to be added is 3 and the integral number value is 3, so to find the value we need to add 3 for 3 times, 3 × 3 = 3 + 3 + 3 = 9, hence 3 × 3 = 9.
Therefore, 30 × 3 = 90.

f.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 48
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-48
Explanation:
Step 1: Multiply the integral value 7 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 7 × 0 = 0.
Step 2: Multiply the integral value 7 with the number in tens place,
By mental computation,
As the number to be added is 2 and the integral number value is 7, so to find the value we need to add 2 for 7 times, 2 × 7 = 2 + 2 + 2 + 2 + 2 + 2 + 2 = 14, hence 2 × 7 = 14.
Therefore, 20 × 7 = 140.

Question 9.

a.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 49
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-49
Explanation:
Step 1: Multiply the integral value 6 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 6 × 0 = 0.
Step 2: Multiply the integral value 6 with the number in tens place,
By mental computation,
As the number to be added is 2 and the integral number value is 6, so to find the value we need to add 2 for 6 times, 2 × 6 = 2 + 2 + 2 + 2 + 2 + 2 = 12, hence 2 × 6 = 12.
Therefore, 20 × 6 = 120.

b.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 50
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-50
Explanation:
Step 1: Multiply the integral value 3 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 3 × 0 = 0.
Step 2: Multiply the integral value 3 with the number in tens place,
By mental computation,
As the number to be added is 6 and the integral number value is 3, so to find the value we need to add 6 for 3 times, 6 × 3 = 6 + 6 + 6 = 18, hence 6 × 3 = 18.
Therefore, 60 × 3 = 180.

c.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 51
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-51
Explanation:
Step 1: Multiply the integral value 4 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 4 × 0 = 0.
Step 2: Multiply the integral value 4 with the number in tens place, any number multiplied by 1 gives the same number itself, hence 4 × 1 = 4.
Therefore, 10 × 4 = 40.

d.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 52
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-52
Explanation:
Step 1: Multiply the integral value 5 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 5 × 0 = 0.
Step 2: Multiply the integral value 5 with the number in tens place,
By mental computation,
As the number to be added is 3 and the integral number value is 5, so to find the value we need to add 3 for 5 times, 3 × 5 = 3 + 3 + 3 + 3 + 3 = 15, hence 3 × 5 = 15.
Therefore, 30 × 5 = 150.

e.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 53
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-53
Explanation:
Step 1: Multiply the integral value 9 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 9 × 0 = 0.
Step 2: Multiply the integral value 9 with the number in tens place, any number multiplied by 1 gives the same number itself, hence 9 × 1 = 9.
Therefore, 10 × 9 = 90.

f.
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key 54
Answer:
Spectrum Math Grade 3 Chapter 4 Posttest Answer Key-54
Explanation:
Step 1: Multiply the integral value 5 with the number in ones place, any number multiplied by 0 gives the product as 0, hence 5 × 0 = 0.
Step 2: Multiply the integral value 5 with the number in tens place,
By mental computation,
As the number to be added is 8 and the integral number value is 5, so to find the value we need to add 8 for 5 times, 8 × 5 = 8 + 8 + 8 + 8 + 8 = 40, hence 8 × 5 = 40.
Therefore, 80 × 5 = 400.

Make a mental computation first. Then, solve each problem.

Question 10.
Kin has 10 friends. She gave each friend 2 apples. How many apples did Kin have?
Mental computation: ______
Kin had __________ apples.
Answer:
Mental computation: 20 apples,
Kin had 20 apples,

Explanation:
Number of friends Kin has = 10, Number of apples she gave to each friend = 2, Number of apples Kin has :
By mental computation:
Number of apples Kin has = 2 × 10 = 2+2+2+2+2+2+2+2+2+2 = 20 apples or
10 × 2 = 10 + 10 = 20 apples,
By multiplication:
Number of apples Kin has = Number of friends Kin has × Number of apples she gave to each friend = 10 × 2 = 20 apples.

Question 11.
Each of Mr. Black’s 4 daughters needs new shoes. Each pair of shoes will cost 30 dollars. How much money will Mr. Black spend on all 4 pairs of shoes?
Mental computation: ______
Mr. Black will spend _____ dollars on the 4 pairs of shoes.
Answer:
Mental computation: 120 dollars,
Mr. Black will spend 120 dollars on the 4 pairs of shoes,

Explanation:
Number of daughters Mr. Black  has = 4, Cost of each pair of shoes = 30 dollars, Amount spent on all the four pairs of shoes :
By mental computation:
Amount spent on all the four pairs of shoes = 30 × 4 = 30+30+30+30  = 120 dollars
By multiplication:
Amount spent on all the four pairs of shoes = Cost of each pair of shoes × Number of daughters Mr. Black  has = 30 × 4 = 120 dollars.

Solve each problem.

Question 12.
There are 30 students in each classroom. If there are 5 classrooms, how many total students are there?
There are a total of __________ students.
Answer:
There are total of 150 students,

Explanation:
Number of students in each classroom = 30, Number of classrooms = 5, Total number of students = Number of students in each classroom × Number of classrooms = 30 × 5 = 150.

Question 13.
There are 7 friends that each have 2 dollars. How much money do the 7 friends have?
The friends have a total of __________ dollars.
Answer:
The friends have total of 14 dollars,

Explanation:
Number of friends = 7, Number of dollars each friend has = 2, Total money friends have = Number of friends × Number of dollars each friend has = 7 × 2 = 14 dollars.

Question 14.
There are a total of 20 students in Ms. Walker’s class, If each student receives papers, how many papers are there?
There are _____ papers in all.
Answer:
There are 20 papers in all,

Explanation:
Total number of students in the class = 20, Number of papers each student got = 1, Total number of papers Ms. Walker got = Total number of students in the class × Number of papers each student got = 20 × 1 = 20.

Spectrum Math Grade 3 Chapter 3 Pretest Answer Key

Students can use the Spectrum Math Grade 3 Answer Key Chapter 3 Pretest as a quick guide to resolve any of their doubts.

Spectrum Math Grade 3 Chapter 3 Pretest Answers Key

Check What You Know

Adding and Subtracting to 4-Digit Numbers (with renaming)

Add or subtract.

Question 1.
a.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 1
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-1
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 13 + 7 + 19 = (13 + 7) + 19 = 20 + 19 = 39.

b.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 2
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-2
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 23 + 42 + 97 = (23 + 42) + 97 = 65 + 97 = 162.

c.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 3
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-3
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 22 + 24 + 16 = (22 + 24) + 16 = 46 + 16 = 62.

d.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 4
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-4
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 8 + 9 + 5 = (8 + 9) + 5 = 17 + 5 = 23.

e.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 5
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-5
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 21 + 47 + 58 = (21 + 47) + 58 = 68 + 58 = 126.

Question 2.
a.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 6
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-6
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 123 + 415 + 423 = (123 + 415) + 423 = 538 + 423 = 961.

b.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 7
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-7
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 190 + 180 + 360 = (190 + 180) + 360 = 370 + 360 = 730.

c.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 8
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-8
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 420 + 567 + 321 = (420 + 567) + 321 = 987 + 321 = 1308.

d.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 9
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-9
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 519 + 612 + 313 = (519 + 612) + 313 = 1131 + 313 = 1444.

e.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 10
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-10
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 423 + 521 + 747 = (423 + 521) + 747 = 944 + 747 = 1691.

Question 3.
a.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 11
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-11
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 1436+5120 = 6556.

b.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 12
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-12
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5190+4125 = 9315.

c.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 13
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-13
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5032+1764 = 6796.

d.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 14
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-14
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4321+2841 = 7162.

e.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 15
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-15
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5960+4011 = 9971.

Question 4.
a.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 16
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-16
Explanation:
Subtract the ones.
Rename 3 hundreds and 4 tens as “2 hundreds and 14 tens.” Subtract the tens.
Rename 1 thousands and 2 hundreds as “0 thousands and 12 hundreds.” Subtract the hundreds.

b.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 17
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-17
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

c.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 18
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-18
Explanation:
Subtract the ones.
Rename 7 hundreds and 2 tens as “6 hundreds and 12 tens.” Subtract the tens.
Subtract the hundreds.

d.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 19
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-19
Explanation:
Subtract the ones.
Rename 1 hundreds and 2 tens as “0 hundreds and 12 tens.” Subtract the tens.
Rename 5 thousands and 0 hundreds as “4 thousands and 10 hundreds.” Subtract the hundreds.
Subtract the thousands.

e.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 20
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-20
Explanation:
Subtract the ones.
Rename 9 hundreds and 6 tens as “8 hundreds and 16 tens.” Subtract the tens.
Subtract the hundreds.
Subtract the thousands.

Question 5.
a.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 21
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-21
Explanation:
Subtract the ones.
Rename 9 hundreds and 4 tens as “8 hundreds and 14 tens.” Subtract the tens.
Subtract the hundreds.
Subtract the thousands.

b.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 22
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-22
Explanation:
Subtract the ones.
Rename 8 hundreds and 0 tens as “7 hundreds and 10 tens.” Subtract the tens.
Rename 5 thousands and 7 hundreds as “4 thousands and 17 hundreds.” Subtract the hundreds.
Subtract the thousands.

c.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 23
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-23
Explanation:
Subtract the ones.
Rename 9 hundreds and 0 tens as “8 hundreds and 10 tens.” Subtract the tens.
Subtract the hundreds.
Subtract the thousands.

d.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 24
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-24
Explanation:
Rename 7 tens and 6 ones as “6 tens and 16 ones.” Subtract the ones.
Subtract the tens.
Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

e.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 25
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-25
Explanation:
Subtract the ones.
Rename 1 hundreds and 2 tens as “0 hundreds and 12 tens.” Subtract the tens.
Rename 4 thousands and 0 hundreds as “3 thousands and 10 hundreds.” Subtract the hundreds.
Subtract the thousands.

Question 6.
a.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 26
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-26
Explanation:
Subtract the ones.
Subtract the tens.
Rename 9 thousands and 6 hundreds as “8 thousands and 16 hundreds.” Subtract the hundreds.
Subtract the thousands.

b.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 27
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-27
Explanation:
Subtract the ones.
Rename 3 hundreds and 1 tens as “2 hundreds and 11 tens.” Subtract the tens.
As there is no hundreds place digit in the second number consider it to be zero and then subtract the hundreds.

c.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 28
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-28
Explanation:
Subtract the ones.
Rename 4 hundreds and 2 tens as “3 hundreds and 12 tens.” Subtract the tens.
As there is no hundreds place digit in the second number consider it to be zero and then subtract the hundreds.

d.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 29
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-29
Explanation:
Subtract the ones.
Subtract the tens.
Subtract the hundreds.
Subtract the thousands.

e.
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key 30
Answer:
Spectrum Math Grade 3 Chapter 3 Pretest Answer Key-30
Explanation:
Subtract the ones.
Rename 5 hundreds and 0 tens as “4 hundreds and 10 tens.” Subtract the tens.
Rename 4 thousands and 4 hundreds as “3 thousands and 14 hundreds.” Subtract the hundreds.
Subtract the thousands.

Solve each problem.

Question 8.
Gerod has 5 birds, 3 turtles, 2 hamsters, and 1 dog. How many pets does he have?
Gerod has ____ pets.
Answer:
Gerod has 11 pets,

Explanation:
Number of birds Gerod has = 5, Number of turtles Gerod has = 3, Number of hamsters Gerod has = 2, Number of dogs Gerod has = 1, Total number of pets Gerod has = Number of birds Gerod has + Number of turtles Gerod has + Number of hamsters Gerod has + Number of dogs Gerod has = 5 + 3 + 2 + 1 = 11 pets.

Question 9.
Oleta has 19 dimes, 27 quarters, 153 pennies, and 6 nickels. How many coins does she have?
Oleta has __________ coins.
Answer:
Oleta has 205 coins,

Explanation:
Number of dimes Oleta has = 19, Number of quarters Oleta has = 27, Number of pennies Oleta has = 153, Number of nickels Oleta has = 6, Total number of coins Oleta has = Number of dimes Oleta has + Number of quarters Oleta has + Number of pennies Oleta has + Number of nickels Oleta has = 19 + 27 + 153 + 6 = 205 coins.

Question 10.
In the year 1998, an antique vase was 239 years old. In what year was the vase made?
The vase was made in the year ____.
Answer:
The vase was made in the year 1759,

Explanation:
The age of the antique vase in 1998 was = 239 years, The year when the vase was made = 1998 – 239 = 1759.

Question 11.
During his walk each day, Paul counted his steps. In 4 days, he walked ‘120, 980, 642, and 760 steps. How many steps did he walk?
Paul walked _________ steps in ‘4 days.
Answer:
Paul walked 2,502 steps in 4 days,

Explanation:
Number of steps Paul walked on first day = 120, Number of steps Paul walked on second day = 980, Number of steps Paul walked on third day = 642, Number of steps Paul walked on fourth day = 760, Total number of steps Paul walked = Number of steps Paul walked on first day + Number of steps Paul walked on second day + Number of steps Paul walked on third day + Number of steps Paul walked on fourth day = 120 + 980 + 642 + 760 = 2502 steps.

Question 12.
James received 100 dollars for his birthday. He spent 63 dollars of it on Iwo computer games. Estimate how much money he has left.
James has about __________ dollars left.
Answer:
James has about 40 dollars left,

Explanation:
Actual number of dollars received by James for his birthday = 100, Estimated number of dollars received by James for his birthday = 100, Actual number of dollars he spent on two computer games = 63, Estimated number of dollars he spent on two computer games = 60, Estimated number of dollars left with James = Estimated number of dollars received by James for his birthday – Estimated number of dollars he spent on two computer games = 100 – 60 = 40.

Question 13.
At a basketball game, one team scored 36 points. The other team scored 27 points. Estimate the total points scored in the game.
There were a total of about ____ points scored in the basketball game.
Answer:
Total of about 70 points were scored in the basketball game,

Explanation:
Actual score of one team at a basketball game = 36 points, Estimated score of one team at a basketball game = 40 points, Actual score of other team at a basketball game = 27 points, Estimated score of other team at a basketball game = 30 points, Estimated total number of points scored in the basket ball game = Estimated score of one team at a basketball game + Estimated score of other team at a basketball game = 40 + 30 = 70 points.

Spectrum Math Grade 3 Chapter 3 Posttest Answer Key

Students can use the Spectrum Math Grade 3 Answer Key Chapter 3 Posttest as a quick guide to resolve any of their doubts.

Spectrum Math Grade 3 Chapter 3 Posttest Answers Key

Add or Subtract.

Question 1.
a.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 1
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-1
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 23 + 13 + 27 = (23 + 13) + 27 = 36 + 27 = 63.

b.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 2
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-2
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 8 + 36 + 45 = (8 + 36) + 45 = 44 + 45 = 89.

c.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 3
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-3
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 72 + 38 + 43 = (72 + 38) + 43 = 110 + 43 = 153.

d.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 4
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-4
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 20 + 35 + 47 = (20 + 35) + 47 = 55 + 47 = 102.

e.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 5
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-5
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 86 + 93 + 10 = (86 + 93) + 10 = 179 + 10 = 189.

Question 2.
a.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 6
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-6
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 123 + 427 + 192 = (123 + 427) +192 = 550 + 192 = 742.

b.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 7
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-7
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 86 + 425 + 119 = (86 + 425) + 119 = 511 + 119 = 630.

c.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 8
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-8
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 19 + 87 + 425 = (19 + 87) + 425 = 106 + 425 = 531.

d.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 9
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-9
Explanation:
In the addition of 3 numbers in a column form first we need to find the sum of first two numbers and add it to the third number, 295 + 221 + 196 = (295 + 221) + 196 = 516 + 196 = 712.

e.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 10
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-10
Explanation:
In the addition of 4 numbers in a column form first we need to find the sum of first two numbers, find the sum of last two numbers and then add the two sums, 425 + 196 + 176 + 105 = (425+196) + (176+105) = 621 + 281 = 902.

Question 3.
a.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 11
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-11
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4321+1972 = 6293.

b.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 12
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-12
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5916+432 = 6348.

c.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 13
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-13
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 8764+492 = 9256.

d.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 14
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-14
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4567+1986 = 6553

e.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 15
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-15
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5921+2053 = 7974.

Question 4.
a.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 16
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-16
Explanation:
Subtract the ones.
Rename 2 hundreds and 1 tens as “1 hundreds and 11 tens.” Subtract the tens.
Rename 8 thousands and 1 hundreds as “7 thousands and 11 hundreds.” Subtract the hundreds.
Subtract the thousands.

b.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 17
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-17
Explanation:
Subtract the ones.
Rename 8 hundreds and 7 tens as “7 hundreds and 17 tens.” Subtract the tens.
Subtract the hundreds.
Subtract the thousands.

c.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 18
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-18
Explanation:
Subtract the ones.
Rename 6 hundreds and 5 tens as “5 hundreds and 15 tens.” Subtract the tens.
Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

d.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 19
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-19
Explanation:
Subtract the ones.
Rename 9 hundreds and 8 tens as “8 hundreds and 18 tens.” Subtract the tens.
Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

e.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 20
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-20
Explanation:
Subtract the ones.
Rename 1 thousands and 0 hundreds as “0 thousands 10 hundreds.”
Rename 10 hundreds and 5 tens as “9 hundreds and 15 tens.” Subtract the tens then Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

Question 5.
a.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 21
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-21
Explanation:
Subtract the ones.
Subtract the tens.
Rename 7 thousands and 2 hundreds as “6 thousands and 12 hundreds.” Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

b.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 22
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-22
Explanation:
Subtract the ones.
Rename 7 hundreds and 8 tens as “6 hundreds and 18 tens.” Subtract the tens.
Subtract the hundreds.
Subtract the thousands.

c.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 23
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-23
Explanation:
Subtract the ones.
Rename 8 hundreds and 3 tens as “7 hundreds and 13 tens.” Subtract the tens.
Rename 4 thousands and 7 hundreds as “3 thousands and 17 hundreds.” Subtract the hundreds.
Subtract the thousands.

d.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 24
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-24
Explanation:
Subtract the ones.
Rename 9 hundreds and 5 tens as “8 hundreds and 15 tens.” Subtract the tens.
Subtract the hundreds.
Subtract the thousands.

e.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 25
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-25
Explanation:
Subtract the ones.
Rename 2 hundreds and 1 tens as “1 hundreds and 11 tens.” Subtract the tens.
Rename 3 thousands and 1 hundreds as “2 thousands and 11 hundreds.” Subtract the hundreds.
Subtract the thousands.

Question 6.
a.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 26
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-26
Explanation:
Subtract the ones.
Rename 1 hundreds and 6 tens as “0 hundreds and 16 tens.” Subtract the tens.
Rename 8 thousands and 0 hundreds as “7 thousands and 10 hundreds.” Subtract the hundreds.
Subtract the thousands.

b.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 27
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-27
Explanation:
Subtract the ones.
Rename 9 hundreds and 1 tens as “8 hundreds and 11 tens.” Subtract the tens.
Subtract the hundreds.
Subtract the thousands.

c.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 28
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-28
Explanation:
Subtract the ones.
Rename 3 hundreds and 2 tens as “2 hundreds and 12 tens.” Subtract the tens.
Rename 4 thousands and 2 hundreds as “3 thousands and 12 hundreds.” Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

d.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 29
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-29
Explanation:
Subtract the ones.
Rename 1 hundreds and 4 tens as “0 hundreds and 14 tens.” Subtract the tens.
Subtract the hundreds.
Subtract the thousands.

e.
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key 30
Answer:
Spectrum Math Grade 3 Chapter 3 Posttest Answer Key-30
Explanation:
Subtract the ones.
Rename 6 hundreds and 4 tens as “5 hundreds and 14 tens.” Subtract the tens.
Rename 8 thousands and 5 hundreds as “7 thousands and 15 hundreds.” Subtract the hundreds.
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.

Round each number to the place named.

Question 7.
a.
592
hundreds
_________
Answer:
600 is the rounded off number of 592,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is more than 5 in the above question we can add 1 to the hundreds place by changing the tens and ones to zero, 592 is rounded off to 600.

b.
86 tens
_________
Answer:
90 is the rounded off number of 86,

Explanation:
To round off a number to tens we need to check the ones place as the ones place is more than 5 in the above question we can add 1 to the tens place but change the ones to zero, 86 is rounded off to 90.

c.
432
hundreds
_________
Answer:
400 is the rounded off number of 432,

Explanation:
To round off a number to hundreds we need to check the tens place as the tens place is less than 5 in the above question we need not change the  hundreds place but change the tens and ones to zero, 432 is rounded off to 400.

d.
981
tens
_________
Answer:
980 is the rounded off number of 981,

Explanation:
To round off a number to tens we need to check the ones place as the ones place is less than 5 in the above question we need not change the  hundreds place and the tens place but change the ones to zero, 981 is rounded off to 980.

Solve each problem.

Question 8.
Jerry has 37 red marbles, ‘42 blue marbles, 13 black marbles, and 23 yellow marbles. How many marbles does Jerry have?
Jerry has __________ marbles.
Answer:
Jerry has 115 marbles,

Explanation:
Number of red marbles Jerry has = 37, Number of blue marbles Jerry has = 42, Number of black marbles Jerry has = 13, Number of yellow marbles Jerry has = 23, Total number of marbles Jerry has = Number of red marbles Jerry has + Number of blue marbles Jerry has + Number of black marbles Jerry has + Number of yellow marbles Jerry has = 37 + 42 + 13 + 23 = 115.

Question 9.
In the year 1976, Mrs. Lopez was 82 years old. In what year was she born?
Mrs. Lopez was born in _____.
Answer:
Mrs. Lopez was born in 1894,

Explanation:
Age of Mrs. Lopez in 1976 = 82 years old, Year in which Mrs. Lopez was born = Year – Age of Mrs. Lopez = 1976 – 82 = 1894.

Question 10.
Estella is 23 years old, Lydia is 27 years old, Toni is 42 years old, and Mai is 18 years old. What are their combined ages?
Their combined ages equal ____ years.
Answer:
The combined ages are equal to 110 years,

Explanation:
Age of Estella = 23 years, Age of Lydia = 27 years, Age of Toni = 42 years, Age of Mai = 18 years, Total combined ages = Age of Estella + Age of Lydia + Age of Toni + Age of Mai = 23 + 27 + 42 + 18 = 110 years.

Question 11.
Marty earned 586 dollars one week at his job and 432 dollars the next week. Estimate about how much money Marty earned for both weeks.
Marty earned about _________ dollars for both weeks.
Answer:
Marty earned about 1000 dollars for both weeks,

Explanation:
Actual amount earned in the first week by Marty = 586 dollars, Estimated amount earned in the first week by Marty = 600 dollars, Actual amount earned in the next week by Marty = 432 dollars, Estimated amount earned in the next week by Marty = 400 dollars, Estimated amount earned by Marty for both weeks = Estimated amount earned in the first week by Marty + Estimated amount earned in the next week by Marty = 600 + 400 = 1000 dollars.

Question 12.
Holly needs to make 72 cookies for the school bake sale. She has already made 37 cookies. Estimate about how many more cookies she needs to make.
Holly needs to make about _________ more cookies.
Answer:
Holly needs to make about 30 more cookies for the school bake sale,

Explanation:
Actual number of cookies Holly needs to make for school bake sale = 72, Estimated number of cookies Holly needs to make for school bake sale = 70, Actual number of cookies she already made = 37, Estimated number of cookies she already made = 40, Estimated number of cookies she needs to make = Estimated number of cookies Holly needs to make for school bake sale – Estimated number of cookies she already made = 70 – 40 = 30.

Spectrum Math Grade 3 Chapter 3 Lesson 7 Answer Key Estimating Subtraction

Students can use the Spectrum Math Grade 3 Answer Key Chapter 3 Lesson 3.7 Estimating Subtraction as a quick guide to resolve any of their doubts

Spectrum Math Grade 3 Chapter 3 Lesson 3.7 Estimating Subtraction Answers Key

Solve each problem by using estimation.

Question 1.
Fred had 39 dollars. He gave 23 dollars to Kim. About how much money does Fred have left?
Fred has about __________ dollars left.
Answer:
Fred has about 20 dollars left,

Explanation:
Actual total number of dollars Fred had = 39 dollars, Estimated total number of dollars Fred had = 40 dollars, Actual number of dollars he gave to Kim = 23 dollars, Estimated number of dollars he gave to Kim = 20 dollars, Estimated number of dollars left with Fred = Estimated total number of dollars Fred had – Estimated number of dollars he gave to Kim = 40 – 20 = 20 dollars.

Question 2.
There are 186 apartments in an apartment building. 92 are not rented. About how many apartments are rented?
There are about __________ rented apartments.
Answer:
There are about 100 rented apartments,

Explanation:
Actual total number of apartments in a building = 186 apartments, Estimated total number of apartments in a building = 190 apartments, Actual number of apartments not rented = 92 apartments, Estimated number of apartments not rented = 90 apartments, Estimated number of apartments rented = Estimated total number of apartments in a building – Estimated number of apartments not rented = 190 – 90 = 100.

Question 3.
Sue wants to buy a bicycle for 560 dollars. She has 430 dollars. About how much more money does she need to buy the bicycle?
Sue needs about __________ more dollars to buy the bicycle.
Answer:
Sue needs about 200 more dollars to buy the bicycle,

Explanation:
Actual cost of the bicycle = 560 dollars, Estimated cost of the bicycle = 600 dollars, Actual number of dollars Sue has = 430 dollars, Estimated number of dollars Sue has = 400 dollars, Estimated number of more dollars Sue needs to buy the bicycle = Estimated cost of the bicycle – Estimated number of dollars Sue has = 600 – 400 = 200 dollars.

Question 4.
At the theater, 98 adult tickets were sold. if 210 tickets were sold, about how many children’s tickets were sold?
About ___________ children’s tickets were sold.
Answer:
About 100 children’s tickets were sold,

Explanation:
Actual total number of tickets sold = 210 tickets, Estimated total number of tickets sold = 200 tickets, Actual number of adult tickets sold = 98 tickets, Estimated number of adult tickets sold = 100 tickets, Estimated number of children’s tickets sold = Estimated total number of tickets sold – Estimated number of adult tickets sold = 200 – 100 = 100 tickets.

Question 5.
Kelly bought a roll of cloth I 97 ¡riches long. She cut 85 inches off the roll to use in a project. About how
many inches did she have left on the roll? Round to the nearest ten.
Kelly had about __________ inches left on the roll.
Answer:
Kelly had about 110 inches left on the roll,

Explanation:
Actual length of the cloth in the roll = 197 inches, Estimated length of the cloth in the roll= 200 inches, Actual length of the roll cut = 85 inches, Estimated length of the roll cut = 90 inches, Estimated cloth left on the roll = Estimated length of the cloth in the roll – Estimated length of the roll cut = 200 – 90 = 110 inches.

Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits

Students can use the Spectrum Math Grade 3 Answer Key Chapter 3 Lesson 3.4 Subtracting to 4 Digits as a quick guide to resolve any of their doubts

Spectrum Math Grade 3 Chapter 3 Lesson 3.4 Subtracting to 4 Digits Answers Key

Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 1

Rename 4 hundreds and 3 tens as “3 hundreds and 13 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 2
Rename 5 thousands and 3 hundreds as “4 thousands and 13 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 3
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 4

Subtract.

Question 1.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 5
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-1
The difference between the numbers 9865 and 2382 is 7483,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-31
Rename 8 hundreds and 6 tens as “7 hundreds and 16 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-32
Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-33
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-34

b.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 6
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-2
The difference between the numbers 9865 and 2382 is 7483,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-35
Rename 5 hundreds and 2 tens as “4 hundreds and 12 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-36
Rename 7 thousands and 4 hundreds as “6 thousands and 14 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-37
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-38

c.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 7
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-3
The difference between the numbers 8654 and 3993 is 4661,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-39
Rename 6 hundreds and 5 tens as “5 hundreds and 15 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-40
Rename 8 thousands and 5 hundreds as “7 thousands and 15 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-41
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-42

d.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 8
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-4
The difference between the numbers 1925 and 183 is 1742,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-43
Rename 9 hundreds and 2 tens as “8 hundreds and 12 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-44
Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-45
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-46

e.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 9
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-5
The difference between the numbers 1876 and 982 is 894,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-47
Rename 8 hundreds and 7 tens as “7 hundreds and 17 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-48
Rename 1 thousands and 7 hundreds as “0 thousands and 17 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-49

Question 2.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 10
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-6
The difference between the numbers 5473 and 3591 is 1882,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-50
Rename 4 hundreds and 7 tens as “3 hundreds and 17 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-51
Rename 5 thousands and 3 hundreds as “4 thousands and 13 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-52
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-53

b.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 11
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-7
The difference between the numbers 8762 and 682 is 8080,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-54
Rename 7 hundreds and 6 tens as “6 hundreds and 16 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-55
Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-56
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-57

c.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 12
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-8
The difference between the numbers 7945 and 963 is 6982,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-58
Rename 9 hundreds and 4 tens as “8 hundreds and 14 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-59
Rename 7 thousands and 8 hundreds as “6 thousands and 18 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-60
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-61

d.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 13
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-9
The difference between the numbers 8654 and 772 is 7882,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-62
Rename 6 hundreds and 5 tens as “5 hundreds and 15 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-63
Rename 8 thousands and 5 hundreds as “7 thousands and 15 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-64
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-65

e.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 14
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-10
The difference between the numbers 7846 and 3974 is 3872,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-66
Rename 8 hundreds and 4 tens as “7 hundreds and 14 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-67
Rename 7 thousands and 7 hundreds as “6 thousands and 17 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-68
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-69

Question 3.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 15
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-11
The difference between the numbers 6932 and 2840 is 4092,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-70
Rename 9 hundreds and 3 tens as “8 hundreds and 13 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-71
Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-72
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-73

b.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 16
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-12
The difference between the numbers 1389 and 794 is 595,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-74
Rename 3 hundreds and 8 tens as “2 hundreds and 18 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-75
Rename 1 thousands and 2 hundreds as “0 thousands and 12 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-76

c.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 17
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-13
The difference between the numbers 2545 and 963 is 1582,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-77
Rename 5 hundreds and 4 tens as “4 hundreds and 14 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-78
Rename 2 thousands and 4 hundreds as “1 thousand and 14 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-79
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-80

d.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 18
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-14
The difference between the numbers 7863 and 2572 is 5291,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-81
Rename 8 hundreds and 6 tens as “7 hundreds and 16 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-82
Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-83
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-84

e.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 19
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-15
The difference between the numbers 8121 and 640 is 7481,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-85
Rename 1 hundreds and 2 tens as “0 hundreds and 12 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-86
Rename 8 thousands and 0 hundreds as “7 thousands and 10 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-87
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-88

Question 4.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 20
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-16
The difference between the numbers 7865 and 974 is 6891,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-89
Rename 8 hundreds and 6 tens as “7 hundreds and 16 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-90
Rename 7 thousands and 7 hundreds as “6 thousands and 17 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-91
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-92

b.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 21
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-17
The difference between the numbers 3456 and 661 is 2795,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-93
Rename 4 hundreds and 5 tens as “3 hundreds and 15 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-94
Rename 3 thousands and 3 hundreds as “2 thousands and 13 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-95
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-96

c.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 22
Answer:.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-18
The difference between the numbers 7982 and 490 is 7492,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-97
Rename 9 hundreds and 8 tens as “8 hundreds and 18 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-98
Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-99
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-100

d.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 23
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-19
The difference between the numbers 8163 and 4670 is 3493,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-101
Rename 1 hundreds and 6 tens as “0 hundreds and 16 tens.” Subtract the tens.
Rename 8 thousands and 0 hundreds as “7 thousands and 10 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-102
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-103

e.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 24
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-20
The difference between the numbers 4325 and 1534 is 2791,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-104
Rename 3 hundreds and 2 tens as “2 hundreds and 12 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-105
Rename 4 thousands and 2 hundreds as “3 thousands and 12 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-106
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-107

Question 5.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 25
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-21
The difference between the numbers 9876 and 985 is 8891,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-108
Rename 8 hundreds and 7 tens as “7 hundreds and 17 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-109
Rename 9 thousands and 7 hundreds as “8 thousands and 17 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-110
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-111

b.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 26
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-22
The difference between the numbers 8716 and 5823 is 2893,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-146
Rename 7 hundreds and 1 tens as “6 hundreds and 11 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-113
Rename 8 thousands and 6 hundreds as “7 thousands and 16 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-147
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-148

c.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 27
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-23
The difference between the numbers 5432 and 3651 is 1781,

Explanation:
Subtract the ones then Rename 4 hundreds and 3 tens as “3 hundreds and 13 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-116
Rename 5 thousands and 3 hundreds as “4 thousands and 13 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-117
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-118

d.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 28
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-24
The difference between the numbers 3287 and 395 is 2892,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-119
Rename 2 hundreds and 8 tens as “1 hundred and 18 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-120
Rename 3 thousands and 1 hundred as “2 thousands and 11 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-121
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-122

e.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 29
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-25
The difference between the numbers 7805 and 164 is 7641,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-123
Rename 8 hundreds and 0 tens as “7 hundreds and 10 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-124
Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-125
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-126

Question 6.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 30
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-26
The difference between the numbers 5439 and 767 is 4672,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-127
Rename 4 hundreds and 3 tens as “3 hundreds and 13 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-128
Rename 5 thousands and 3 hundreds as “4 thousands and 13 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-129
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-130

b.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 31
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-27
The difference between the numbers 4321 and 841 is 3480,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-131
Rename 3 hundreds and 2 tens as “2 hundreds and 12 tens.” Subtract the tens.
Rename 4 thousands and 2 hundreds as “3 thousands and 12 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-132
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-133

c.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 32
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-28
The difference between the numbers 7865 and 974 is 6891,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-134
Rename 8 hundreds and 6 tens as “7 hundreds and 16 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-135
Rename 7 thousands and 7 hundreds as “6 thousands and 17 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-136
As there is no thousands place digit in the second number consider it to be zero and then subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-137

d.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 33
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-29
The difference between the numbers 7976 and 4682 is 3294,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-138
Rename 9 hundreds and 7 tens as “8 hundreds and 17 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-139
Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-140
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-141

e.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits 34
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-30
The difference between the numbers 5439 and 866 is 4573,

Explanation:
Subtract the ones.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-145
Rename 4 hundreds and 3 tens as “3 hundreds and 13 tens.” Subtract the tens.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-144
Rename 5 thousands and 3 hundreds as “4 thousands and 13 hundreds.” Subtract the hundreds.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-142
Subtract the thousands.
Spectrum Math Grade 3 Chapter 3 Lesson 4 Answer Key Subtracting to 4 Digits-143

Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers

Students can use the Spectrum Math Grade 3 Answer Key Chapter 3 Lesson 3.3 Adding 4-Digit Numbers as a quick guide to resolve any of their doubts

Spectrum Math Grade 3 Chapter 3 Lesson 3.3 Adding 4-Digit Numbers Answers Key

Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 1

Add.

Question 1.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 2
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-1
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 7865+1192 = 9057.

b.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 3
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-2
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 8654+1219 = 9875.

c.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 4
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-3
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4320+3069 = 7389.

d.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 5
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-4
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 3543+3921 = 7464.

e.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 6
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-5
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4293+5176 = 9469.

f.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 7
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-6
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 6405+3398 = 9803.

Question 2.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 8
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-7
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 1982+1782 = 3764.

b.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 9
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-8
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 7083+2907 = 9990.

c.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 10
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-9
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4325+4986 = 9311.

d.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 11
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-10
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 6057+1239 = 7296.

e.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 12
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-11
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 8761+1032 = 9793.

f.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 13
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-12
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 2305+5747 = 8052.

Question 3.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 14
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-13
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 3050+4707 = 7757.

b.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 15
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-14
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 6932+2349 = 9281.

c.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 16
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-15
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5437+2968 = 8405.

d.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 17
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-16
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 1718+2347 = 4065.

e.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 18
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-17
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 7923+1250 = 9173.

f.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 19
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-18
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4523+3962 = 8485.

Question 4.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 20
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-19
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5431+2989 = 8420.

b.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 21
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-20
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 7986+1479 = 9465.

c.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 22
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-21
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 1119+2459 = 3578.

d.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 23
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-22
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 7239+1635 = 8874.

e.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 24
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-23
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 2450+7267 = 9717.

f.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 25
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-24
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 6527+2985 = 9512.

Question 5.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 26
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-25
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5431+1982 = 7413.

b.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 27
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-26
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 7986+1246 = 9232.

c.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 28
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-27
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 1543+3989 = 5532.

d.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 29
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-28
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 7121+1923 = 9044.

e.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 30
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-29
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 8763+1005 = 9768.

f.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 31
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-30
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4321+2387 = 6708.

Question 6.
a.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 32
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-31
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 5450+1987 = 7437.

b.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 33
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-32
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 4733+2576 = 7309.

c.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 34
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-33
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 3981+2877 = 6858.

d.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 35
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-34
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 6986+2928 = 9914.

e.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 36
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-35
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 7181+2111= 9292.

f.
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers 37
Answer:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-36
Explanation:
There are two 4-digit numbers given, first add numbers in the ones place, then tens, then hundreds and lastly add numbers in the thousands place, 7900+2005 = 9905.

Solve each problem.

Question 1.
Two local high schools have 1,523 students and 1,695 students. How many students are there at both high schools together?
One high school has ___________ students.
The other high school has ___________students.
There are a total of __________ students at both high schools.
Answer:
One high school has __1,523_____ students,
The other high school has ___1,695________ students,
There are a total of __3,218________ students at both high schools,

Explanation:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-37
Number of students one high school has = 1,523, Number of students in other high school = 1,695, Total number of students = Number of students one high school has + Number of students in other high school = 1,523 + 1,695 = 3,218.

Question 2.
Monica started at an elevation of 1,200 feet for her hiking trip. She hiked up the mountain for 1,320 feet in elevation. How high did she hike?
Monica started at __________ feet in elevation.
She hiked __________ feet in elevation.
She hiked up to an elevation of __________ feet.
Answer:
Monica started at ___1,200_______ feet in elevation,
She hiked ___1,320_______ feet in elevation,
She hiked up to an elevation of ____2,520______ feet,

Explanation:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-38
Elevation at which Monica started = 1,200, Elevation she hiked = 1,320, Total elevation hiked = Elevation at which Monica started + Elevation she hiked = 1,200 + 1,320 = 2,520.

Question 3.
Steve has a coin worth 1,050 dollars. He has another coin worth 1,072 dollars. How much are both coins worth?
Both coins are worth __________ dollars.
Answer:
Both the coins worth a total of 2,122 dollars,

Explanation:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-39
Worth of a single coin = 1,050 dollars, Worth of an other coin = 1,072 dollars, Total worth of the coins = Worth of a single coin + Worth of an other coin = 1,050 + 1,072 = 2,122 dollars.

Question 4.
Roy ran 1,100 yards as a running back during his junior year of high school. During his senior year of high school, he ran 1,500 yards as a running back. How many yards did he run in both years combined?
Roy ran a total of ____ yards for both his junior and senior year of high school.
Answer:
Roy ran a total of __2,600__ yards for both his junior and senior year of high school.,

Explanation:
Spectrum Math Grade 3 Chapter 3 Lesson 3 Answer Key Adding 4-Digit Numbers-40
Number of yards Roy ran during his junior year of high school = 1,100 yards, Number of yards Roy ran during his senior year of high school = 1,500 yards, Total number of yards Roy ran combined in both years = Number of yards Roy ran during his junior year of high school + Number of yards Roy ran during his senior year of high school = 1,100 + 1,500 = 2,600 yards.