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OpenStudy (anonymous):
36 in is to be cut into 4 pieces to form a rectangle the shortest side is x, what is the maximum area of the rectangle?
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Directrix (directrix):
What level are you in your mathematical studies. This can be viewed as a Calculus problem or done another way.
OpenStudy (anonymous):
Per calculus
Directrix (directrix):
81 square inches is the maximum area. The work is shown. Note: For a fixed perimeter, the rectangle in a plane that maximizes area for that fixed perimeter is a square. |dw:1347583786896:dw|
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