Least number by which 23328 should be multiplied to get a perfect square
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the ans can be 0 because
=>233328 ×0 =0
=>square root of 0 =±0
and the ans can be 2 because
=>233328×2 =46656
=> square root of 46656 =±216
=>233328 ×0 =0
=>square root of 0 =±0
and the ans can be 2 because
=>233328×2 =46656
=> square root of 46656 =±216
ballen24:
rime factorization of 22932 gives, 22932 = 2^2 * 3^2 * 7^2 * 13 = (2*3*7)^2 * 13 Now clear and simple, dividing the number by 13 or multiplying it by 13 gives a square either way.
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