small manufacturing company will start operating a night shift. There are 20 machinists employed by the company.
a. If a night crew consists of 3 machinists, how many different crews are possible?
b. If the machinists are ranked 1, 2, . . . , 20 in order of competence, how many of these crews would not have the best machinist?
c. How many of the crews would have at least 1 of the 10 best machinists?
d. If one of these crews is selected at random to work on a particular night, what is the probability that the best machinist will not work that night?
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