You have checked out b books from the library, where b is a number greater than 5. You plan to read three of the books and return them at the end of this week. In how many ways can you pick the books you will read first, second, and third?
you use permutation i believe
\[nPr = \frac{n!}{(n-r)!}\] \[\implies \frac{5!}{(5-3)!}\]
That's if you check out exactly 5 books, but you check out b books where b > 5
the choices are A. b3 ways B. b3- 3b2 + 2b ways C. b3 - 9b2 + 27b - 27 ways D. 5b - 3 ways
You have b choices for the first book, b-1 choices for the second, and b-2 choices for the third Multiply out all the choices to get your answer
lol why cant i ever get these combinations and permutations right
i still dont understand??
Join our real-time social learning platform and learn together with your friends!