1.Assume you are the manager of a hotel that has 381 rooms. You are trying to determine the price that will maximize the revenue.
You notice that as long as the hotel rate is $69 or lower, the hotel is fully booked.
However if you raise the price above $69 you notice that for each $1 increase in price, three fewer rooms will be booked.
Assuming that we call x the price increase, find a function that describes the revenue as a function of x.
2.
Assume you are the manager of a hotel that has 381 rooms. You are trying to determine the price that will maximize the revenue. You notice that as long as the hotel rate is $69 or lower, the hotel is fully booked. However if you raise the price above $69 you notice that for each $1 increase in price, three fewer rooms will be booked. |
What price should you charge to maximize the revenue?
Round your answer to the nearest cent.
3.
Assume you are the manager of a hotel that has 381 rooms. You are trying to determine the price that will maximize the revenue. You notice that as long as the hotel rate is $69 or lower, the hotel is fully booked. However if you raise the price above $69 you notice that for each $1 increase in price, three fewer rooms will be booked. |
What is the maximum revenue?
Round your answer to the nearest cent.
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