Optimization: using calculus to find maximum area or volume
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Optimization: using calculus to find maximum area or volume
Apr 4, 2020
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SOLVED: A triangular plot of land is enclosed by a fence. One side of the fence is 30.3 m long and an adjacent side of the fence is 18.5 m long. The inclusive angle between the two sides is 61.8°. Determine the third side of the fence to the nearest tenth of a metre.
SOLVED: A triangular plot of land is enclosed by a fence. One side of t…
Feb 4, 2022
numerade.com
A rectangular field is to be enclosed by a fence and divided into two smaller plots by a fence parallel to one of the sides. Find the dimensions of the largest such field which can be enclosed by 1200 ft of fencing. | Numerade
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Area Find the dimensions of the rectangular field of maximum area that can be made from 300 m of fencing material. (This fence has four sides.) | Numerade
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Determine the maximum area if we want to make the same rectangular garden as in Figure, but we have 200 ft of fencing.
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