Math, asked by anuragsharmamba, 9 months ago

in 783851 how many times is the eighth on the left greater than the eighth on the right​

Answers

Answered by JoshuaJaison
12

Answer:

83000

Step-by-step explanation:

8 on the right is equal to 851

8 on the left is equal to 83851

Difference = 83851- 851

=> 83000

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Answered by syed2020ashaels
0

The given question is that

in 783851 how many times is the eighth on the left greater than the eighth on the right

The place value of 8 on the right side is 80000 and the place value of 8 on the left side is 800

In order to find how many times the 8 on the left side is greater than the 8 on the right side .

This can be obtained by dividing the place value of both the numbers.

we get

 \frac{80000}{800}  \\  = 100

we get the answer as 100 times

The 8 on the right side is greater than 8 on the left aide by 100 times.

where 800*100=80000

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