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There is a lottery in which 2000 individuals enter, and of these a set of 120 names will be randomly selected. Assume that both you and your friend are entered in the lottery.
a. In how many ways can 120 names be randomly selected from the 2000 in the drawing?
b. In how many ways can the drawing be done in such a way that both you and your friend are selected?
c. What is the probability that both you and your friend will be chosen?
If you flip a coin twice, what are the chances that you will get one head and one tail (i.e. one in three, one in four, etc.)? Use your answer to the question 3b to get your answer
the average cost function.
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Set up the equation and solve.
to win a prize a person must select 3 numbers from 13 numbers. find the probability of winning if a person buys one
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