Which hypothesis can be shown to be true by applying Cavalieri's principle? A cone has the same volume as a hemisphere if the height and radius of the cone are both equal to the radius of the hemisphere. A square pyramid has the same volume as a triangular prism with a base that is half of the square and equal in height. O Two parallel cross sections equidistant from the center of a sphere have equal areas. A cube with an edge length equal to the diameter of a cylinder has the same volume as the cylinder.