find the smallest number by which the number 2407 must be divided to obtain a perfect cube
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For finding the smallest number by which 2407 must be divided to obtain a perfect cube we should have a look at it's prime factorization.
Prime Factorization of 2407 = 29 * 83
Now if this number were to be a perfect cube it had to be of the form :-
a³b³c³....so on and so forth
We can see here 29 and 83 cannot be factored any more , thus the least number by which 2407 must be divided to obtain a perfect cube is 2407 itself.
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