Question

Which equation finds the volume of a cube with a side length of 2n^6 units?

Answer 1

A cube with side length 2n^6 has volume

V = (2n^6)^3, or 8n^18 cubic units.

Answer 2

Answer:

$\text{The volume of cube is }8n^{18} \text{cubic units}$

Step-by-step explanation:

$\text{Given the side lengths of cube}2n^6 units$

we have to find the volume of cube.

$Side=a=2n^6 units$

As the volume of cube can be calculated by the formula

$Volume=a^3$

$Volume=(2n^6)^3$

$Volume=2^3\times (n^6)^3=8n^{6\times 3}=8n^{18}units^3$

$\text{Hence the volume of cube is }8n^{18} \text{cubic units}$

Option 1 is correct.