Suppose that your college decides to give away 1,000 tickets to the football game against your schoolĂ˘â‚¬â„˘s biggest rival. The athletic department elects to distribute the tickets by giving them away to the first 1,000 students who show up at the departmentĂ˘â‚¬â„˘s office at 10 a.m. the following Monday.
a. Which groups of students will be most likely to try to get the tickets? Think of specific examples and then generalize.
b. What is the opportunity cost of distributing the tickets this way?
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c. Productive efficiency occurs when a good or service (such as the distribution of tickets) is produced at the lowest possible cost. Is this an efficient way to distribute the tickets? If possible, think of a more efficient method of distributing the tickets.
d. Is this an equitable way to distribute the tickets? Briefly explain.Ă‚Â Ă‚Â Ă‚Â Ă‚Â Ă‚Â Ă‚Â Ă‚Â Ă‚Â Ă‚Â