The owner of a used tire store wants to construct a fence to enclose a rectangular outdoor storage area adjacent to the store, using part of the side of the store (which is 270 feet long) for part of one of the sides. (See the figure below.) There are 490 feet of fencing available to complete the job. Find the length of the sides parallel to the store and perpendicular that will maximize the total area of the outdoor enclosure. Length of parallel side(s) = Length of perpendicular sides = FENCE PARALLEL SEDE PERPENDICULAR SIDE STORE Note: you can click on the image to get a enlarged view.