Which variable represents the height in the volume formulas V = 1/3Bh?

In the volume formula ( V = \frac{1}{3}Bh ), the variables represent specific components of the calculation for the volume of a geometric figure, such as a pyramid or a cone. Here, ( V ) stands for volume, ( B ) represents the area of the base of the figure, and ( h ) signifies the height.

The height (h) is crucial in determining how tall the figure is, which directly impacts the volume. The volume is calculated by multiplying the area of the base (( B )) by the height (( h )) and then taking one-third of that product, reflecting the shape's tapering nature. Thus, the height is the distance from the base to the top of the figure, contributing to the overall measurement of space inside that shape.

By identifying ( h ) as the height, we understand its role in the formula and how it relates to finding the volume of three-dimensional objects.