Find the least number by which 7688 should be multiplied so that the resulting number becomes perfect square
Answers
Answered by
36
its 2
7688*2= 15376
and 15376 is perfect sqaure of 124
7688*2= 15376
and 15376 is perfect sqaure of 124
Answered by
88
Solution :-
First of all find out the prime factorization of 7688.
Prime Factorization of 7688 = 2 × 2 × 2 × 31 × 31
The only number in the above which has no pair is 2.
So, we have to multiply 7688 by 2 to get the perfect square.
⇒ 7688 × 2 = 15376
15376 is a perfect square.
Let us check it.
Take square root of 15376.
⇒ √15376 = 124
Square root of 15376 is 124.
First of all find out the prime factorization of 7688.
Prime Factorization of 7688 = 2 × 2 × 2 × 31 × 31
The only number in the above which has no pair is 2.
So, we have to multiply 7688 by 2 to get the perfect square.
⇒ 7688 × 2 = 15376
15376 is a perfect square.
Let us check it.
Take square root of 15376.
⇒ √15376 = 124
Square root of 15376 is 124.
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