The area of a circle as a function of radius is A(r) = r2, with area measured in cm2 and radius measured in centimeters. Find
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The area of a circle as a function of radius is A(r) = πr2, with area measured in cm2 and radius measured in centimeters. Find the derivative of area with respect to radius. On a geometric diagram, illustrate the area corresponding to ΔA = A(r + Δr) - A(r). What is a geometric interpretation of the derivative? Do the units make sense?
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Find the derivatives of the above functions.
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Ar 2r The units are centimeter... View full answer

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