Question

The smallest number by which we must divide 4624 so that is becomes a perfect cube.​

Answer 1

Answer:

578

Step-by-step explanation:

4624 = 2*2*2*2 * 17*17

so to get a perfect cube we need to have any number as multiple of threes

for example in the above number it has 2 and 17 as its factors

we need to have only 3 twos

and since 17 is only occurring two times

we need to divide 4624 by 17*17*2

that is dividing by 578

4624 / 578 is 8

which is a perfect cube

Answer 2

Answer:

578

Mark me Brainliest!!