Homework:1.10 Modeling with Functions

Question 5, 1.10.57-GC

Part 1 of 3

HW Score: 80%, 12 of 15 points

Points: 0 of 3

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Part 1

A playground is enclosed and subdivided by 1700 feet of fencing as shown in the figure to the right. Use a graphing utility to graph A(x)=x(17002x)3, which expresses the area of the playground, A, in terms of one of its dimensions, x.
Then use the TRACE or maximum function feature to find the dimensions that result in the greatest possible area. What is the maximum area? What is the length of the dimension x that results in the greatest possible area of the playground? in ft ( (Round to the nearest foot as needed.)