# Thousandths Place in Decimals | How to Read Decimals in Thousandths? | Decimal Place Value Examples

A decimal number has two parts whole number part and decimal number part. The point which separates two numbers is called a decimal point. The number available after the decimal point is called the decimal number part. The first position after the decimal point is the tens place, the second position is hundreds place and the third position is called the thousands place. Willing students can learn more about Thousandths Place in Decimals in the further segments of this article in detail.

## Thousandths Place in Decimals

Place value is defined as something that relates to the position or place of a digit in a number. If a decimal number is represented in a general form, the position of every digit in a number is expanded. The position of digits in decimal numbers will be tens, hundreds, thousands, ten thousand, and so on. Thousandths Place in Decimals is nothing but the third digit after the point.

### Rules for the Decimal Place Values

Following are the rules for the decimal place values. Everyone should remember these rules for identifying

• The first digit available to the left of the decimal point is the one’s place
• The first digit to the right of the decimal point is called the tenths place
• The second digit present to the left of decimal point os tens place
• The second digit to the right of the decimal point is called the hundredths place
• The third digit to the left of the decimal point is hundreds place.
• The third digit present to the right of the decimal point is called the thousandths place and so on.

### How to Represent Fractions as Decimal Numbers?

• The two parts of the fraction are the numerator and denominator.
• If the denominator contains zero’s then add the decimal point after those many digits from the left on the numerator.
• Otherwise, divide the numerator by denominator to get the decimal number.

### Thousandths Place in Decimals Examples

Question 1:

Represent the following as decimals and identify thousandths place in decimals

(i) 125/1000

(ii)1/1000

Solution:

(i) The given fraction is 125/1000

As the denominator has 3 zero’s add decimal point after 3 digits in the numerator from the left side.

So, 125/1000 = 0.125

Thousandths place in decimals is 5. Because 5 is the third digit to the right of the decimal point.

(ii) The given fraction is 1/1000

As the denominator has 3 zero’s add decimal point after 3 digits in the numerator from the left side.

So, 1/1000 = 0.001

Thousandths place in decimals is 1. Because 1 is the third digit to the right of the decimal point.

Question 2:

Find the digit in thousandths place in decimals

(i) 1.1236

(ii) 63.5698

Solution:

(i) The given decimal number is 1.1236

Thousandths place means the digit present at the third position from the right side of decimal point.

So, the digit in the thousandths place is 3.

(ii) The given decimal number is 63.5698

Thousandths place means the digit present at the third position from the right side of the decimal point.

So, the digit in the thousandths place is 9.

Question 3:

Find the digit in thousandths place in decimals

(i) 0.2545

(ii) 0.1564

Solution:

(i) The given decimal number is 0.2545

Thousandths place means the digit present at the third position from the right side of the decimal point.

Therefore, the digit in the thousandths place is 4.

(ii) The given decimal number is 0.1564

Thousandths place means the digit present at the third position from the right side of the decimal point.

So, the digit in the thousandths place is 6.

### FAQs on Decimals in Thousandths Place?

1. How many decimal places are thousandths?

Three decimal places are called the thousandths.

2. How do you place value with decimals?

The first digit after the decimal point represents tenths place, the second digit represents hundredths place, the third digit represents th thousandths place, and so on.

3. What is Place Value?

Place value tells about the place of a digit in a decimal number. Based on the position of the digit it has value varies. When you expand a decimal number, then you will use the place value concept.