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anybody good at optimization? i am stuck on an online answer problem and the answer key has a mistake in it
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post it, you will get lots of answers i am sure
A window is being built and the bottom is a rectangle and the top is a semicircle. If there is 12 meters of framing materials what must the dimensions of the window be to let in the most light?
to let in the most lite it should have the maximum area A=lb we have perimeter= 2b+l+pi*l/2=12 substitute b from above equation in the area equation and maximise area with respect to l you get length from that find b
b=6-(2+pi)*l/4 A=6l-(2+pi)l^2/4
thank you!
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