Question

Find the smallest number which must be multiplied by 248 in order to get it a perfect square

Answer 1

62 is multiplied with the 248 to make a perfect square root

Answer 2

Answer:

So, we have to prime factorise 248

you will get

$2 \times 2 \times 2 \times 31$

where the first 2 and second two will be a pair as it is a square no. and at last

$2 \times 31$

So, 2×31 = 62 is the smallest no. to e multiplied to 248 to make it a perfect square