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This document provides instructions for two problems involving maximizing the area of a rectangular pen given a fixed amount of fencing. For the first problem, Ernesto plans to build a pen for his iguana using 100 meters of fencing. Students are asked to draw a diagram, create a table of values testing different dimensions, graph the points, and determine which dimensions yield the greatest area. For the second problem, a farmer wants to fence in a pen using the wall of a barn and 10 meters of fencing for t

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api-26004855

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EN