What is the area of a circle with radius 7?

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Multiple Choice

What is the area of a circle with radius 7?

Explanation:
The area of a circle is found with A = π r^2. With a radius of 7, A = π × 7^2 = 49π. So the area is 49π square units. The other values would come from using a different radius or omitting π. For example, 14π would correspond to r^2 = 14 (r ≈ 3.74), 7π would correspond to r^2 = 7 (r ≈ 2.65), and 49 would be the area if π were omitted entirely.

The area of a circle is found with A = π r^2. With a radius of 7, A = π × 7^2 = 49π. So the area is 49π square units.

The other values would come from using a different radius or omitting π. For example, 14π would correspond to r^2 = 14 (r ≈ 3.74), 7π would correspond to r^2 = 7 (r ≈ 2.65), and 49 would be the area if π were omitted entirely.

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