1 Answer

Vicky Ahuja · Answer 1 · 2024-07-07T20:31:28+0000

Answer:

See below.

Explanation:

We are asked for the diameter, radius, and area of a circle.

We are given the Circumference.

We should know that;

$Circumference = (diameter)\pi$

$Circumference = 24\pi$ (Exact)

This means that the Diameter is 24.

The Radius is
(1)/(2) of the Diameter.

This means that the Radius is 12.

The area of a circle is represented as;

$Area = \pi(radius)^2$

We have the requirements to find the area, with the value of the radius.

Solve for the area;

$Area = \pi(12)^2$

$Area = 144 \pi$ (Exact)

$Area = about \ 452.39.$ (Approx.)

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