Describe how the volume formula for a cone differs from the volume formula of a pyramid.(1 point)ResponsesThe volume of a cone is the same as the volume of a pyramid.The volume of a cone is the same as the volume of a pyramid.The volume of a cone is 13 the volume of a cylinder with the same dimensions.The volume of a cone is Start Fraction 1 over 3 End Fraction the volume of a cylinder with the same dimensions.The volume of a cone is three times the volume of a pyramid.The volume of a cone is three times the volume of a pyramid.Since the base of the cone is a circle, the volume formula uses the area of a circle for the base area.
The volume formula for a cone differs from the volume formula for a pyramid because the base of a cone is a circle, whereas the base of a pyramid is a polygon (such as a square or triangle). As a result, the volume formula for a cone includes the use of the area formula for a circle, while the volume formula for a pyramid includes the use of the area formula for the specific polygon that forms the base.
