finis af wive. ind her dally profit is $ core to iachercut 12 poluts Jackie owns a Jazz club in Manhattan and charges an entrance fee for her club. There are two tyees of custoraers comins foe live mutic to lackid s clube 1) Those who liwe in the Upper East Manhattan, and 2) Those who llive in the Upper West Manhuttan, and lacke cannot decide who lives where. Jackie does not own a tiqueur license, bence cannot sell any alcoholic beverapes: So, Jackie allowi her customers to bring their own wine. The unit cost [ie, marginal cost of a glass of wine is 510 tor anyane 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 fined cost as the laza band members are ali. her friends and they play in the club for free. The daily inverse denand for wine for a customer who resides in the Upper East Manhatran is PE = 26 - Q E. Where Q. is the number of glasses of wine that one Eant side customer wants to bring to the clib in a day at a price of Pb per gans of wine. The daily inverse demand for vioe for a cuatomer who resides in the Upper West wide is P5=20Q1 - where Q W is the number of glmses of wiep that one West side customer wants to bring in a day at a price of P. per gabs ot wine Jackie cannot sell akcoholic drinks but she will charge an entrance fee to her customers so that they can elioy the club. Glven the data, what is the cptimal entrance fee that Jackie should charge and what is her dally profit? Which customers will coene to Jackie's dub? The optimal entrance fee that Jackie should charge is 5 wed her daily profit is 5 come to jackie's ciub.