Hertz has a line of luxary cars named the 'Prestige Collection'. They have 10 cars in their fleet and accept 11 reservations each day. On a given day, 5 cars are already rented (thus not available for...

Hertz has a line of luxary cars named the 'Prestige Collection'. They have 10 cars in their fleet and accept 11 reservations each day. On a given day, 5 cars are already rented (thus not available for reserveration). The probability of a customer not arriving to get their reserved Prestige car is a 46% chance. Overbooking and underbooking both will lead to non-optimal resourse usage for Hertz. Round to 4 decimal places, as needed. Find the probability that Hertz has to turn away customers because they overbooked.     Find the probability that Hertz has cars left on the lot because they underbooked.     Where X is the distribution of demand for cars, and x is the number of successful reservations filled, what formal notation represents overbooking? P (X > x) P (X < x)="" p="" (x="">