5
QuizMultiple Choice

Spheres

Question 5 • Reading HS- Integrated Math I

Mackenzie knows the surface area of a sphere. Which explains how she can find the surface area of a hemisphere with the same radius?

Answer
A
Divide the surface area of the sphere by 2, and add the area of the base of the hemisphere.
B
Multiply the surface area of the sphere by 2, and add the area of the base of the hemisphere.
C
Divide the volume of the sphere by 2.
D
Multiply the volume of the sphere by 2.

Explanation

A hemisphere’s curved surface is half the surface area of the full sphere, so divide the sphere’s surface area by 2. The hemisphere also has a flat circular base, whose area must be added. Therefore, divide by 2 and add the area of the base.

AI-written and checked against the verified answer.

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