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5. A farmer has 15m) yards of fencing with which to enclose two adjacent rectangular patches of land. one for corn and one for beans. A stream forms the boundary oi one side so the farmer will not need to fence that side. What dimensions will yield the maximum total enclosed area? What is the maximum area? Show ALL work for full credit 6. A baseball team plays in a stadium that holds SELIJIJIJ spectators. With ticket prices at $10. the average attendance had been 1o.ooo. When ticket prices were lowered to $3. the average attendance rose to 25,009. {a} Find the demand function {price p as a function of attendance x}. assuming it to be linear. [b] How should ticket prices be set to maximize revenue? {Round your answer to the nearest cent.] Remember: Rtxl=pk