Find the lengths of the base and height of a triangle which
Find the lengths of the base and height of a triangle which will maximize the area of a triangle under the constraint of those lengths summing to 5.
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find the price that will maximize profit for the demand and cost functions wherenbsppnbspis the pricenbspxnbspis the
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give an example of a definite integral that cannot be integrated directly and derive the taylor series that represents
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find the lengths of the base and height of a triangle which will maximize the area of a triangle under the constraint
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find the rectangle of largest area that can be inscribed in a semicircle of radiusnbspr assuming that one side of the
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