Question

Find the least number by which 6750 should be subtracted from to make it a perfect square

Answer 1

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Answer 2

To Find:-

The least number by which 6750 should be substracted from to make it a perfect square.

Solution:-

step-by-step explanation:

The number 6750 is not getting rooted fully and

We have got,

Quotient = 82

Remainder = 26

A.T.Q

Clearly, ( 82 )² is less than 6750

So, the least number to be subtracted from 6750 to get a perfect square = 26

Resulting perfect square number

= 6750 - 26

= 6724

$\therefore \sqrt{6724} = 82$

Required Answer:

The least number by which 6750 should be subtracted from to make it a perfect square is

$\sqrt{6724} = 82$