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Use the figure below to answer questions that follow.

Question 9 : What is the ratio of the area of Circle M and the area of Circle K?

- 1:8
- 1:4
- 1:2
- 1:1

1:4

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Circle K has twice the radius of circle M.

Let’s call the radius of Circle M as r.

Radius of Circle K = 2r

Area of Circle M = π r^{2}

Area of Circle K = π (2r)^{2} = 4 π r^{2}.

Area of Circle K is 4 times the area of Circle M.

Therefore, ratio of the area of Circle M and the area of Circle K is 1 : 4

The question is **"What is the ratio of the area of Circle M and the area of Circle K?" **

Choice B is the correct answer

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