The demand for the tickets to an amusement park is given by p = 80 – 0.029, where p is the price of the ticket in dollars and q is the number of people attending at that price. 

a. What price generates an attendance of 2500 people? What is the total revenue at that price? 

b. Write the Revenue Function as a function of attendance, q, at the amusement park. 

c. What attendance maximizes Revenue at the park? What is the maximum Revenue?