Cubes and Cube Roots

Evaluate: $\sqrt[3]{\frac{9261}{8000}}$

Evaluate: $\sqrt[3]{\frac{1728}{729}}$

Find the cube root of $27000$.

Find the smallest number by which $675$ must be multiplied to obtain a perfect cube.

Is $400$ a perfect cube?

Subtracting ${10}^3$ from $1729$ gives $9^3$.

The cube of $24$ ends with the digit $4$.

Find the smallest number by which $675$ must be divided to obtain a perfect cube.

Find the ones digit in the cube of $27$.

Find the ones digit in the cube of $84$.

Find the ones digit in the cube of $71$.

Find the ones digit in the cube of $53$.

Find the ones digit in the cube of $38$.

Find the ones digit in the cube of $12$.

If $\sqrt[3]{1906624}\times \sqrt{x}=3100$, find $x$.

What is the square root of cube root of $46656 ?$

Find the smallest number by which $200$ should be multiplied to make it a perfect cube.

Find the smallest number by which $10985$ should be divided so that the quotient is a perfect cube.

Find the cube root of $24\times 36\times 80\times 25$.

Find the cube root of $729$ and $6859$ by prime factorisation.