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Overlap, inscribe, and circumscribe a collection of simple geometric shapes to make a complex, composite figure. See more

If \(ACDE \) is a rectangle and \(B\) is a point on side \(AC\) such that \( \triangle BED\) is an equilateral triangle with side length \(36,\) what is the area of the shaded region in the above diagram?

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If the side length of a regular octagon is \(8\), what is the area of the octagon?

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If the side length of a regular hexagon is \(6\), what is the area of the hexagon?

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What is the area of an annulus with inner radius \( 3\) and outer radius \(8?\)

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