PLEASE HELP!!! EASY POINTS! The volume of the cube shown below is 123 units cubed. The length of each side is root of order three of 123, using the formula V = s3, where V is the volume and s is the length of each side.

A cube with volume 123 cubic units. The top face is 123 to the power of x by 123 to the power of x. The right face is the cube root of 123 by the cube root of 123. The front face is 123 to the power of x by the cube root of 123.

What is an equivalent expression for the length of the sides of this cube if 123 to the power of x end power equals root of order three of 123?

1233
one hundred twenty three to the power of start fraction one over two end fraction end power
one hundred twenty three to the power of start fraction x over three end fraction end power
one hundred twenty three to the power of start fraction one over three end fraction end power