Name: Comparing 8-Digit Numbers
Uploaded: 2019-07-19
Duration: 12 min 19 s
Description: In this video, we will learn the method of comparing large numbers, such as 8-digit and 9-digit numbers, in detail. View the video now.

Question

State the place value and face value of the underline digit.

$61, 93, 90, 142$

Accepted Answer

In the given number $61, 93, 90, 142$ , the commas are placed according to the Indian system of numeration.

In the Indian system of numeration, the names and values associated with the different digits are shown.

Also, we shall place the different digits of the given number $61, 93, 90, 142$ in the place value chart.

Places Ten crore Crore Ten lakh Lakh Ten Thousands Thousands Hundreds Tens Ones

Value of the position $100000000$ $100000000$ $1000000$ $100000$ $10000$ $1000$ $100$ $10$ $1$

$6$ $1$ $9$ $3$ $9$ $0$ $1$ $4$ $2$

Now, we know that the face value of a digit in a number is the digit itself.

The place value of a digit is obtained by multiplying the face value of the digit by the value of the place of the digit in the place value chart.

Clearly, the face value of the underlined digit $0$ is $0$ .

The place value of the underlined digit $0$ is $0 \times 1000 = 0$ .

Hence, the place value and the face value of the underlined digit $0$ in the given number $61, 93, 90, 142$ are $0$ and $0$ , respectively.

State the place value and face value of the underline digit.

$61, 93, 90, 142$

Important Questions on Numbers

Learn and Prepare for any exam you want !

State the place value and face value of the underline digit. 61,93,90,142

Important Questions on Numbers

Learn and Prepare for any exam you want !

State the place value and face value of the underline digit.

$61, 93, 90, 142$