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Question 7 (1 point) A short term parking facility charges $3.00 for the first hour and $2.50 per hour thereafter. For any fraction of an hour a car is parked, the facility charges for the full hour. For example, if a person parks at this facility for one hour and 25 minutes, then the person is charged for two full hours. The garage also offers a monthly parking permit which costs $100 which allows the car to par without paying the hourly parking fee for the entire month. If a driver of a cab parks his cab for one hour or less in the facility 80% of the time, and he never parks in the facility for over two hours, what is the minimum number of times in a month he would need to park in this facility in order for the monthly parking permit to cost less than his expected cost for paying the hourly rate? 23 days 29 days 27 days 25 days 31 days