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Hint- In this problem, we have to find the cube of 16. This can be easily obtained by multiplying the number (whose cube we have to find) three times with each other.

Cube of 16 is given by

${16^3} = 16 \times 16 \times 16 = 4096$

Therefore, the cube of 16 is 4096.

Note- In order to obtain the cube of any number a, we will write ${a^3} = a \times a \times a$ and then the final value of the RHS of this equal will give the cube of number a. For the cube root of any number a, we find the value of ${a^{\dfrac{1}{3}}}$.

Cube of 16 is given by

${16^3} = 16 \times 16 \times 16 = 4096$

Therefore, the cube of 16 is 4096.

Note- In order to obtain the cube of any number a, we will write ${a^3} = a \times a \times a$ and then the final value of the RHS of this equal will give the cube of number a. For the cube root of any number a, we find the value of ${a^{\dfrac{1}{3}}}$.

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