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There is a container in the shape of a cylinder with hemispheres on both ends The length the entire container is 149 ft Find the largest possible volume
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I got 2x+y=149 Where y is the length of the cylinder And that is y=149-2x The volume of the entire thing is (4/3)(pi)x^3+(pi)(x^2)(y)
Substituting 149-2x for y in the volume equation gave me (-2/3)x^3(pi)+149(pi)x^2= Volume Not sure what interval to use to find the max by graphing now
@jdoe0001 could you help me?
Here's a drawing to the best of my ability|dw:1455840143616:dw|
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