Given the area of a rectangle is A = LW. If three sides of the rectangle are fixed, for example, 2VW + L = 30, find b and h such that you maximize the area L. O W = 6.0, L = 15.0 O W= 6.0, L = 12.0 O W = 7.5, L = 15.0 W - 75 1 = 12.0

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Given the area of a rectangle is A = LW.
If three sides of the rectangle are fixed, for example, 2W + L = 30, find b and h such that you maximize the area
O W = 6.0, L = 15.0
O W = 6.0, L = 12.0
O W=7.5, L = 15.0
O W= 7.5, L = 12.0
Transcribed Image Text:Given the area of a rectangle is A = LW. If three sides of the rectangle are fixed, for example, 2W + L = 30, find b and h such that you maximize the area O W = 6.0, L = 15.0 O W = 6.0, L = 12.0 O W=7.5, L = 15.0 O W= 7.5, L = 12.0
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