Rylan is a marketing director for a musician and is researching ways to improve the attendance at the concerts. Currently, the attendance averages 10,500 people with an average ticket cost of $45. In her research, she has discovered that when ticket prices are lowered by $1 then the attendance will increase by 300 people. She has a meeting scheduled with the President of Business Operations who has asked her to maximize revenue. She is trying to calculate a model, but is struggling to determine which one works. A(x) = (45 - x)(10,500 + 300x) B(x) = (45 - x)[10,500 + 300(45-x)]1) Which model should Rylan use? 2) Find the ticket price that will lead to the maximum revenue for the team. 3) What is this maximum revenue? To make matters more difficult, the President of Business Operations wants her to determine the revenue potential of $25 and $30 tickets.4) revenue for $25 tickets = 5) revenue for $30 tickets =