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Let on . Find the local maximum and local minimum of
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Question 2
The sum of the surface areas of a cuboid with sides and and a sphere is given to be constant. Prove that the sum of their volumes is minimum, if is equal to three times the radius of sphere. Also find the minimum value of the sum of their volumes.Stuck on the question or explanation?
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Question Text | Let on . Find the local maximum and local minimum of |