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MIT 18.01 Single Variable Calculus (OCW)
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Express the volume of a cone, V, as a function of its radius, r, if the radius is 1/11 of the height. V(r) =
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the function of the volume of cone is \[1/3*S*H\] where S is the aera of the bottom of the cone and H is the height of the cone; so it is easy for you to get the final function: \[1/3*\pi*r ^{2}*h\] hopefully, this will could make you think it through ~
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