is 53240 perfect cube? if not find the smallest number by which it should be multiplied to make it a perfect cube
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Here the prime factors if the given number
53240=2×2×2×5×11×11×11
As we know that a cube of a number consists of three numbers.
in the above factors we find that there is a triplet of 2 and 11, but not of 5.
To make a triplet for 5 we need two more 5
=5∗×5
=25
So, the required number is 25.
=53240×25
=1331000
1331000 is perfect cube of 110.
Hence, this is the answer.
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