A baseball team wants to sell tickets to both students and non-students.
The weekly demand among students for tickets is Q = 720 - 80P
Marginal revenue from students is MR = 9 - 0.025Q
The team incurs a marginal cost of $3 among all fans.
How many tickets would the team sell to students, to maximize profit and what price would they charge them?
A step-by-step guide for this problem would be so helpful.