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Notes Over 12.2 Finding Combinations 1. An ice cream shop has a choice of 10 toppings. In how many ways can you choose 3 different toppings for your ice.

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Presentation on theme: "Notes Over 12.2 Finding Combinations 1. An ice cream shop has a choice of 10 toppings. In how many ways can you choose 3 different toppings for your ice."— Presentation transcript:

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2 Notes Over 12.2 Finding Combinations 1. An ice cream shop has a choice of 10 toppings. In how many ways can you choose 3 different toppings for your ice cream?

3 Notes Over 12.2 Finding Combinations 2. Out of a group of 30 people, 20 of which are women, how many different committees of 6 people can be chosen?

4 Notes Over 12.2 Finding Combinations 3. In exercise 2, determine the possible number of committees of 6 in which 4 are women and 2 are men.

5 Notes Over 12.2 Using the Binomial Theorem

6 Notes Over 12.2 Using the Binomial Theorem Use the binomial theorem to write the binomial expansion.

7 Notes Over 12.2 Using the Binomial Theorem Use the binomial theorem to write the binomial expansion.

8 Notes Over 12.2 Using the Binomial Theorem Use the binomial theorem to write the binomial expansion.

9 Notes Over 12.2 Using the Binomial Theorem Use the binomial theorem to write the binomial expansion.

10 Notes Over 12.2 Using the Binomial Theorem Use the binomial theorem to write the binomial expansion.

11 Notes Over 12.2


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