$36\times n$ is a perfect cube number. Then $n=$ ___

Evaluate: $(0.05{)}^3$

Check whether $3375$ is a perfect cube or not? If it is a perfect cube, find the number whose cube is $3375$.

Find the value of ${\left(84\right)}^3$ using the short-cut method.

Find the value of ${47}^3$ using the short-cut method.

What is the smallest number by which $1600$ must be divided so that the quotient is a perfect cube?

Evaluate: ${\left(8\right)}^3$

Find the smallest number by which $8788$ must be divided so that the quotient is a perfect cube.

Find the value of ${68}^3$ using the short-cut method.

Check whether, $1000$ is a cube of an even number or not?

Check whether, $9261$ is a cube of an even number or not?

Find the smallest number by which $2560$ must be multiplied so that the product is a perfect cube.