Find the maximum area A of a rectangle circumscribed around a rectangle of sides L and H. Hint: Express the area in term

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Find the maximum area A of a rectangle circumscribed around a rectangle of sides L and H. Hint: Express the area in term

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Find The Maximum Area A Of A Rectangle Circumscribed Around A Rectangle Of Sides L And H Hint Express The Area In Term 1
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Find The Maximum Area A Of A Rectangle Circumscribed Around A Rectangle Of Sides L And H Hint Express The Area In Term 2
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Find The Maximum Area A Of A Rectangle Circumscribed Around A Rectangle Of Sides L And H Hint Express The Area In Term 3
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Find the maximum area A of a rectangle circumscribed around a rectangle of sides L and H. Hint: Express the area in terms of the angle 0. H A = 0 L (Express numbers in exact form. Use symbolic notation and fractions where needed. Give your answer in terms of L. and H.)

Find the point (xo. yo) on the graph of y=x² +9x² +7x-3, at which the slope of the tangent line has its minimum value. (Enter your answer as a coordinate point in the form (, ).) (xo.yo) =

The problem is to put a "roof" of side s on an attic room of height = 6 and width b=5. Find the smallest length x for which this is possible. b (Use symbolic notation and fractions where needed.)
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