Suppose a tour guide has a bus that holds a maximum of 110 people. Assume his profit (in dollars) for taking n people on

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Suppose a tour guide has a bus that holds a maximum of 110 people. Assume his profit (in dollars) for taking n people on

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Suppose A Tour Guide Has A Bus That Holds A Maximum Of 110 People Assume His Profit In Dollars For Taking N People On 1
Suppose A Tour Guide Has A Bus That Holds A Maximum Of 110 People Assume His Profit In Dollars For Taking N People On 1 (24.29 KiB) Viewed 20 times
Suppose a tour guide has a bus that holds a maximum of 110 people. Assume his profit (in dollars) for taking n people on a city tour is P(n) = n(55-0.5n)-110. (Although P is defined only for positive integers, treat it as a continuous function.) a. How many people should the guide take on a tour to maximize the profit? b. Suppose the bus holds a maximum of 51 people. How many people should be taken on a tour to maximize the profit? a. Find the derivative of the given function P(n). P'(n) =
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