Question

find the least number that should be added to 9108 to make its perfect square also find the square root of obtained number​​

Answer 1

$\bf\red{QuestioN\bigstar:-}$

Find the least number that should be added to 9108 to make it a perfect square. Also find the square root of the number so obtained​.

$\bf\purple{AnsweR\bigstar:-}$

The given number is 9108.

So at first we can find the square root of this number.

$\bf{:\implies\sqrt{9108}=95.43}$

It is not a perfect square number.

So definitely the nearest square number will be the square of the next number of 95.43.

That is, of 96.

$\bf{:\implies96^2=9216}$

$\bf{:\implies9216\:will\:be\:the\:perfect\:square.}$

So the number must be added to 9108 to make it perfect square is,

$\bf{:\implies9216-9108=108}$

So 108 must be added to 9108 to make it a perfect square.

And the square root of this number is already known.

$\bf{:\implies\sqrt{9216} =96}$

Answers :-

i) 108 must be added to make the 9108 a perfect square.

ii) The number so obtained is 9216 .

   The square root of 9216 is 96.

✒ All Done !!☺