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Still Confused?

Try reviewing these fundamentals first

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Try reviewing these fundamentals first

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Get Started Now- Lesson: 13:41
- Lesson: 22:45

Imagine, you want to withdraw cash from the ATM machine, but you forget the password of your account. The only thing you remember is that the password consists of the number 1, 2, 3, and 4. You are now trying to figure out the number of ways to arrange the numbers, and that's permutations. Unlike combinations, order matters in permutations!

Basic Concepts:Simplifying rational expressions and restrictions, Solving rational equations, Permutation vs. Combination,

Permutation: nPr = number of arrangements of r items taken from a set of n distinct items (order matters!!)

= $\frac{{n!}}{{(n - r)!}}$

= $\frac{{n!}}{{(n - r)!}}$

- 1.How many ways can a president, a vice president, and a treasurer be selected from a class of 20 students?
- 2.There are 10 different books. A bookshelf can only hold 6 books in a row. How many ways can 6 of these books be arranged on a bookshelf?

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