Using integration, determine the area and the centroidal distance yc of the shaded area. Then, using the

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Using integration, determine the area and the centroidal distance yc of the shaded area. Then, using the second theorem of Pappus–Guldinus, determine the volume of a solid formed by revolving the area about the x axis.

Given:

a = 0.5 ft

b = 2 ft

c = 1 ft



-xy=D2

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