Question

which number should be multiplied by 5324 to make it a perfect square

Answer 1

5324 prime factor = 2×2×11×11×11.
there is not a pair of 11 so 11 is your answer.

Answer 2

Answer:

Required number is 11.

Step-by-step explanation:

Given : Number - 5324

To find : Which number should be multiplied by 5324 to make it a perfect square

Solution: First we find out the factors of 5324

$5324 = 11 \times11 \times11\times2 \times 2$

Now, we see that

2 is already 2 times, only  11 is 3 times

So if we multiply it by 11 it becomes a perfect square of $11\times11\times 2=242$

Multiply $5324\times 11=58564$

Therefore, if we multiply 11 in the number 5324 we get the perfect square

  $\sqrt{58564}=242$

or $(242)^2=58564$