Math, asked by newdreams635, 10 months ago

In 53561 how many times is the 5 on the left greater than the on right

Answers

Answered by ABI0
3

Answer:

5 on the left it in 10,000th place whereas 5 on right is on 100th place thus we can say it almost hundred times greater than 5 on left

to be more precise the 5 on left is around 95.4714 times 5 on right ( just divide 5631 and 561 to get the answer)

Answered by SteffiPaul
0

Therefore the '5' on the left side is '100' times greater than the '5' on right.

Given:

The number = 53561

To Find:

The number of times the '5' on the left is greater than the '5' on the right.

Solution:

The given question can be solved very easily as shown below.

Given number = 53561

The value of the digits place of left '5' = 10,000

The value of the digits place of right '5' = 100

If we divide both,

⇒ ( '5' on the left side ) / ( '5' on the right side ) = 10,000/100 = 100

Therefore the '5' on the left side is '100' times greater than the '5' on right.

#SPJ2

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