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A rectangle has perimeter of 40 meters. What length and width yield the maximum area?
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2l + b = 40
maximize A = lb
A = l (40-2l)
l = length, b = width
only problem is with your reasoning @Kanwar245 is it should be: 2l + 2b = 40 not 2l + b = 40 which means A = l (40-2l) is actually A = l(40-2l)/2 which means A = -l^2 + 40l
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err i meant -l^2 + 20l at the end there. regardless it's easier to solve when it's A = l(20-l)
thank you!!
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