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There is a collection of 13 books. 7 of the books are fiction and 6 of the books are nonfiction. As an assignment, a student must read 6 of the books over the summer.
(a) In how many ways can 6 of the 13 books be chosen?
(b) In how many ways can the 6 books be chosen, if 4 of the books must be fiction and 2 of the books must be non-fiction? Show work.
(c) If 6 books are selected at random from the collection of 13 books, what is the probability that 4 are fiction and 2 are non-fiction? Give answer as a fraction or as a decimal rounded to nearest ten-thousandth (4 places after decimal)
Which resources did you like best (videos, Connect Math, live scribe videos, practice quizzes)? Was the book adequate in explaining the concepts? Was the material that was covered what you expected out of the course? Would you prefer more/fewer quizz..
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