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A farmer has 90 meters of fencing to use to enclose a rectangular garden that has one side against a barn. W Let I represent
A farmer has 90 meters of fencing to use to enclose a rectangular garden that has one side against a barn. W Let I represent the length of the rectangular garden (in meters) and let A represent the area of the rectangular garden (in square meters). a. Write a formula that expresses A in terms of I. A = ((90-(1))/2)1 Preview b. What is the maximum area of the garden? (It may help to use a graphing calculator.) 90 * square meters Preview c. What is the length and width of the garden that produces the maximum area? o Length: * meters Preview o Width: * meters Preview d. If the farmer instead had 250 meters of fencing to enclose the garden, what garden-length and garden-width will produce a garden with the maximum area? o Length: * meters Preview o Width: * meters Preview
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