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Find the largest no. of 3 digits which is a perfect sq.

User Tyler Gill
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2 Answers

1 vote

Answer:

31^2=961

Explanation:

it can be solve easily as following

User Aarti Oza
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3 votes

As we know that the largest 3 digit number is 999. So we will find out the square root of 999 by long division method and check whether it is a perfect square or not.

It can see that 999 is not a perfect square as it leaves 38 as remainder.

So if we add 38 to 999 then it will be a 4 digit number. Therefore we will subtract 38 from 999.

999 - 38 = 961.

Hence 961 is the largest 3 digit perfect square whose square root is 31.

Find the largest no. of 3 digits which is a perfect sq.-example-1
User Rino
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