How many cubic units is a box that is 3units high, 3units wide, and 2units deep?

Solution:

Given: rectangular cube dimensions are given. In other words, all its sides are not equal. In fact, the height and width are the same but the depth is not the same. It is less than the width and the height of the cube. 

The volume of a cube of height “h”, width “w” and depth “d” as shown below is given by the formula:

V = h × w × d units³

Substituting the values the volume of the cube as h = 3 units; w = 3 units; d = 2 units in the formula, the volume obtained is:

V = 3  × 3 × 2

V = 18 units³

How many cubic units is a box that is 3units high, 3units wide, and 2units deep?

Summary:

The volume of the cube is given as V = h × w × d units³ and the answer is 18units³ for the given dimensions 3units high, 3units wide, and 2units deep.