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The base of a solid is a circle with radius 4. Each cross section perpendicular to a fixed diameter of the base is semicircular. If

The base of a solid is a circle with radius 4. Each cross section perpendicular to a fixed diameter of the base is semicircular. If the circle is centered at the origin and the fixed diameter lies on the x-axis, find the cross-section area A(x). A(x) =

Find the volume V of the solid. V =

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