Question: Using optimization 2. A cylinder is formed by taking a rectangle and rotating it around of its edges. If the perimeter of the rectangle is

 Using optimization 2. A cylinder is formed by taking a rectangle

Using optimization

and rotating it around of its edges. If the perimeter of the

2. A cylinder is formed by taking a rectangle and rotating it around of its edges. If the perimeter of the rectangle is 12 feet, what is the largest possible volume of such a cylinder? (Hint: Volume of a cylinder V = TT2h)

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