Suppose a sphere, cylinder, and cone all share the same radius. The cylinder and cone also share the same height, which is twice the radius. Which of the following is true about the relationship between the volume formulas for the sphere, cylinder, and cone?(1 point)

Question

Illustrate an image that showcases a geometric display of a sphere, a cylinder, and a cone sit next to each other. All three shapes should share the same radius and the cylinder and the cone should possess the same height, which is twice the radius. The objects should be rendered in a clear, precise manner, highlighting their shared characteristics and differing shapes.

Suppose a sphere, cylinder, and cone all share the same radius. The cylinder and cone also share the same height, which is twice the radius. Which of the following is true about the relationship between the volume formulas for the sphere, cylinder, and cone?(1 point)

Responses

cylinder = sphere – cone
cylinder = sphere – cone

cone = cylinder – sphere
cone = cylinder – sphere

sphere = cylinder + cone
sphere = cylinder + cone

cone = sphere – cylinder

Answer 1

Suppose a sphere, cylinder, and cone all share the same radius. The cylinder and cone also share the same height, which is twice the radius. Which of the following is true about the relationship between the volume formulas for the sphere, cylinder, and cone?(1 point)

The correct answer is: cone = sphere – cylinder