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What is the least number that can be multiplied to 69120 to make it a perfect cube?
10
50
25
5
Prime factorization of $$69120=2^9\times3^3\times5$$
For the number to be a perfect cube, all the exponents must be multiples of 3, thus the above number must be multiplied with $$5^2=25$$.
=> Ans - (C)
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