(Solution Library) A rectangle of fixed perimeter 36 is rotated about one of its sides, thus sweeping out a figure in the shape of a right circular cylinder.
Question: A rectangle of fixed perimeter 36 is rotated about one of its sides, thus sweeping out a figure in the shape of a right circular cylinder. What is the maximum possible volume of that cylinder?
Deliverable: Word Document 
Solution: Suppose that you are to make a rectangular box with
![[Solution Library] Find the shape of the](/images/solutions/MC-solution-library-35536.jpg "[Solution Library] Find the shape of the cylinder of maximal volume")
[Solution Library] Find the shape of the cylinder of maximal volume
(Solved) Differentiate: f(x)=(cos
(Solution Library) Differentiate: f(x)= cos ^3x sin
[See Solution] Differentiate: g(t)=(1)/(√ sin)^2t+ sin
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