Ten thousand raffle tickets are sold, and there is one first prize worth $20,000, one second prize worth $2500 and 20 third prizes worth $500 each. Find the expected value of a ticket.
If the probability of first prize is 1/10000, and second is 1/9999, would 3-20 for the third prize continually have to go down? 20/9998, 20/9997, 20/9996, 20/9995 etc............?
If the probability of first prize is 1/10000, and second is 1/9999, would 3-20 for the third prize continually have to go down? 20/9998, 20/9997, 20/9996, 20/9995 etc............?