For a rectangular prism, what is the formula for volume?

The formula for the volume of a rectangular prism is correctly represented by multiplying its length, width, and height together, expressed as V = (length)(width)(height). This formula arises from the fact that volume measures the amount of three-dimensional space an object occupies.

In a rectangular prism, the length, width, and height are the three dimensions. The volume is calculated by finding the area of the base (length multiplied by width) and then extending that area through the height of the prism. Thus, by multiplying all three dimensions, we determine the total space contained within the prism. This formula accurately reflects the fundamental principle of how volume is derived in three-dimensional geometric shapes.

Other responses like the addition of dimensions or the multiplication of only two dimensions do not accurately represent how volume is computed for a three-dimensional object. The inclusion of height is essential to account for the full volume of the prism.