1. A school organized a fundraising activity for its donations to victims of a recent typhoon. It involves selling 1000 raffle tickets. One ticket costs $100. The lone winner of this raffle will receive free tuition worth $30,00. What is your expected net gain if you buy one raffle ticket?
we define the following:
probability of winning = 1/1000
probability of losing = 999/1000
The gain or loss of winning = $30,00 - $100 = $2900
The gain or loss of losing = $-100
Thus, the expected net gain if you buy one raffle ticket = $ ( (2900 )*(1/1000) )+ ( (-100) *(999/1000) )
Solving the above we get (2.9) - (99.9) = $-97 which is the solution
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