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Find the smallest number by which the given number must be multiplied so that the product become a perfect cube: $72$.
Given: A number: $72$.
To do: To find the smallest number by which the given number must be multiplied so that the product become a perfect cube.
Solution:
Given number: $72$
On factorization:
$72=\underline{2\times2\times2}\times3\times3$
Thus, we need $3$, by which the given number $72$ must be multiplied so that the product become a perfect cube.
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