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Let 1/ represent the length of fence that is opposite the river and x represent the length of each length of fence perpendicular to the river. As there are 3,008 yards of fencing available, the sum of the lengths of the sides of the enclosure results in the following equation. (Ev? -)x+y=3,008 Solve this equation for y. y=3,ooa(|E_[ )x We have found that based on the constraints of the sums of the sides, that y = 3,008 2x. As x and y represent the lengths of a rectangle, they must be nonnegative. x20 yZO Using the relationship between X and 3/ also gives a maximum value for x. val] 3,0082x20 3,003 l l W 2x ill but Submit it Skip (you cannot come back}