Hey everyone I've got a quick question about easy calculus that I just dont remember. Any help and explanation would be tremendously apprecaited.
The relationship between price and demand fort tickets to an amusement park is given by the equation p = 290-.08q^2 where p is the price of a ticket in dollars and q is the number of people who would buy tickets at that price. What is the maximum revenue the owner can achieve by adjusting the price of the ticket.
The relationship between price and demand fort tickets to an amusement park is given by the equation p = 290-.08q^2 where p is the price of a ticket in dollars and q is the number of people who would buy tickets at that price. What is the maximum revenue the owner can achieve by adjusting the price of the ticket.