A square pyramid is inscribed in a rectangular prism. A cone is inscribed in a cylinder. The pyramid and the cone have the same volume. Part of the volume of the rectangular prism, V1 , is not taken up by the square pyramid. Part of the volume of the cylinder, V2 , is not taken up by the cone. What is the relationship of these two volumes, V1 and V2 ? CLEAR CHECK V1 is less than V2 . V1 is equal to V2 . V1 is greater than V2 . Not enough information is given.
