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I need help on an optimization problem of a cylinder within in a sphere. I will post document with question and work done so far.
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Question 5. A right circular cylinder is inscribed in a sphere of radius R. Find the largest possible surface area of such cylinder.
go to google and search cylinder inside a sphere
|dw:1386988192292:dw|
\[S = 2\pi x^{2} + 2\pi x(2y)\]
|dw:1386988700138:dw|
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