Question

find the smallest number by which five 52048 must be multiplied to get a perfect cube​

Answer 1

Answer:

The smallest number by which 52048 must be multiplied to get a perfect cube​ is 42328036.

Step-by-step explanation:

To find : The smallest number by which five 52048 must be multiplied to get a perfect cube​?

Solution :

First we factories the number 52048.

$52048=2\times2\times2\times2\times3253$

We have seen that, there is only one pair of 2 in triplet.

To make it a perfect cube we have to multiply the number by two 2 and 3252.

i.e. $2\times 2\times 3253\times 3253=42328036$

Therefore, The smallest number by which 52048 must be multiplied to get a perfect cube​ is 42328036.