In how many ways can 10 students be seated in a row having 28 seats such that no two students occupy adjacent seats? Select one: a. P(13, 5) b. P(29, 9) c. P(19, 10) d. P(15, 7)
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Then, for the second seat, we cannot choose any of the two adjacent seats, so we have 27-2=25 choices. For the third seat, we cannot choose any of the two adjacent seats or the seat in between them, so we have 27-3=24 choices. Continuing this pattern, for the Show more…
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