Cubes and Cube ...

Find the smallest number which should be multiplied to $$392$$ to make it a perfect cube.

What will be the unit digit of $$\displaystyle { 137959 }^{ 3 }$$.

If the unit digit of $$\displaystyle { x }^{ 3 }$$ is $$3$$, then the unit digit of $$x$$ is:

Find the cube root of $$13824$$ by the method of prime factorization.

Find the smallest number by which $$4232$$ must be multiplied to make it a perfect cube.

$$x={ 7 }^{ 2 }\times { 13 }^{ 1 }\times { 19 }^{ 3 }$$. Which smallest number should be multiplied by $$x$$ to make it a perfect cube?

Find the cube root of $$3375$$ by the method of prime factorization.

If we write $$\displaystyle { n }^{ 3 }$$ as the sum of consecutive odd numbers, then what will be the first term?

Find the cube root of $$343000$$ by estimation method.

What is the value of $$\displaystyle \sqrt [ 3 ]{ 125 } +\sqrt [ 3 ]{ 125 } $$?