An academic department with five faculty members – Anderson, Box, Cox, Cramer, and Fisher – must select two of its members to serve on a personnel review committee. It is decided that the representatives will be selected by putting the names on identical pieces of paper and then randomly selecting two. a. What is the probability that both Anderson and Box will be selected? b. What is the probability that at least one of the two members whose name begins with C is selected? c. If the five faculty members have taught for 3, 6, 7, 10, and 14 years, respectively, at the university, what is the probability that the two chosen representatives have a total of at least 16 years’ teaching experience there?