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Sketch the first quadrant region bounded by the axes and the graph of g(x)=(6−x)/(3+x). Consider various rectangles: each with one corner at the origin, adjacent sides along the axes, and opposite corner on the graph of g. Among this collection of rectangles, find the one with maximal area.
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its prime optimization and i dont know what i sould do, I have a calc test tomorrow and its not over this topic, [why? what a great question, but i cant anwser that] all i need is this last question to complete my homework
I am sorry I dont know prime optimization
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