The height of the cone is 1 inch, resulting in a volume of π/12 cubic inches. The volume of the hemisphere on top is 4 cubic inches. Thus, the total volume of ice cream in and on the cone is (π + 48)/12 cubic inches.
We determine the height of the cone and find it to be 1 inch. Using the volume formulas for cones and spheres, we calculate the volume of the cone to be π/12 inches cubed. The volume of the hemisphere on top is given as 4 inches cubed. Adding these volumes together, we find the total volume of ice cream in and on top of the cone to be (π + 48)/12 inches cubed.
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