Can someone answer these questions asap? Thank you in advance

2 16 points Jackie owns a Jazz club in Manhattan and charges an entrance fee for her club. There are two types of customers coming for live music to Jackie's club: 1) Those who live in the Upper East Manhattan, and 2) Those who live in the Upper West Manhattan, and Jackie cannot decide who lives where. Jackie does not own a liqueur license, hence cannot sell any alcoholic beverages. So, Jackie allows her customers to bring their own wine. The unit cost of a glass of wine is $10 for anyone in the city. There are roughly 30 customers from east and 60 customers from west who come to the club every day. Jackie does not have any fixed cost as the Jazz band members are all her friends and they play in the club for free. The daily inverse demand for wine for a customer who resides in the Upper East Manhattan is PE = 26 - QE, where QE is the number of glasses of wine that one East side customer wants to bring to the club in a day at a price of PE per glass of wine. The daily inverse demand for wine for a customer who resides in the Upper West side is Pw = 20 - Qw, where Qw is the number of glasses of wine that one West side customer wants to bring in a day at a price of Pw per glass of wine. Jackie cannot sell alcoholic drinks but she will charge an entrance fee to her customers so that they can enjoy the club. Given the data, how many glasses of wine each type of customer will bring and drink to the club and how much consumer surplus does each type of customer will get if they come to the club? (Enter "0" if a customer does not go to the club) An East side customer will drink type your answer.. glasses of wine and a West side of customer will drink type your answer... glasses of wine. An East side customer's surplus is $ type your answer.. and a West side customer's surplus is $ type your