Use Pappus's theorem for surface area and the fact that the surface area of a sphere...

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Use Pappus's theorem for surface area and the fact that the surface area of a sphere of radius b is 4nb² to find the centroid of the semicircle y The centroid of the semicircle y = √b²-x² is (xy), where x = andy= (Type exact answers, using as needed.) Use Pappus's theorem for surface area and the fact that the surface area of a sphere of radius b is 4nb² to find the centroid of the semicircle y The centroid of the semicircle y = √b²-x² is (xy), where x = andy= (Type exact answers, using as needed.)

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0 As pes Given that Surface of a sphere of Radius b is 47b The Semicircle is given b... View the full answer