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A rancher with 10 miles of fencing material constructs a rectangular field along a river that makes a 90 degree bend. Two adjacent sides of
A rancher with 10 miles of fencing material constructs a rectangular field along a river that makes a 90 degree bend. Two adjacent sides of the field are along the river and are NOT fenced. The rancher then divides the large field into three smaller regions with two parcel fences. what is the largest possible value of the total combined area of the three smaller regions? justify your answer as a maximum using derivatives and include units.
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