A cereal box is basically a rectangular prism. The volume formula for a rectangular prism is:

where

is the volume of the rectangular prism

is the width

is the length

is the height
Notice that for our formula we can infer the the base of the prime will have area

times

. Since we already know the area of our rectangular prism

, the only thing we need to do is multiply that area by the

:


We can conclude that the volume of the cereal box in cubic centimeters is

.