Mr. Williams wants to fence in a rectangular area of his field using 1400 feet of fence he already has. He wants the are

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Mr Williams Wants To Fence In A Rectangular Area Of His Field Using 1400 Feet Of Fence He Already Has He Wants The Are 1 (35.32 KiB) Viewed 22 times

Mr. Williams wants to fence in a rectangular area of his field using 1400 feet of fence he already has. He wants the area to have three fenced off congruent sections for each of his three horses. (A fence will run down all of the lines you see in the drawing.) He wants to maximize the area of the field in order to give his horses the most pasture possible while keeping them separate. A. DEFINE the function l(w) to represent the length of the field as a function of the width. (w) B. DEFINE the function A(w) to represent the area of the field as a function of the width. Aw) C. Determine the maximum area of the field as well as the width and length that will result in the maximum area. Label your answers. Max Area: ? width of ? and length of ? Submit Question