The digit in the units place for the cube of the number $12,34,562$ is _____

Which of the following number becomes a perfect cube when we divide the number by $5$?

The least number to be subtracted from $220$ so that it becomes a perfect cube is _____

If $x^{y^z}=2^8$, then find the maximum possible value of $\left(x\right) \left(y\right) \left(z\right)$ where $x, y, z>0$

The smallest number which must be subtracted from $3400$ to make it a perfect cube is _____

If $a=2b$ and $b=4c$, then $\sqrt[3]{\frac{a^2}{16bc}}=$_____

Which of the following is not a perfect square?

The least number which must be added to $1200$, so that the sum is a perfect square is _____

The cube root of $110592$ is _____