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Calculus maximization problem.
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I want to build a window with 10 feet of supplies which is part semi circle part rectangle.
What should the radius of the semicircle be in order to maximize the area of the window?
Can you find an equation of the area in terms of the radius?
Thats where Ive been getting stuck.
are there any rules about the rectangle portion?
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Is the feet of supplies supposed to be the frame? Is there a picture?
Yes they are supposed to amke up the frame of the window.
Make*
There is a picture. but I'm not sure how id show that.
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