Classify each as either a permutation or combination, then calculate the number of ways the scenario could happen. 1) choosing 2 movies to rent from 15 movie options v ways 2) the 1st, 2nd, and 3rd place finishers in a race with 10 contestants ways 3) planning the order of presentations for 8 people in class v ways 4) electing 4 candidates to a planning committee from a pool of 7 options ways

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 13CYU
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**Permutations and Combinations Exercise**

Classify each scenario as either a permutation or combination, then calculate the number of ways the scenario could happen.

1) Choosing 2 movies to rent from 15 movie options  
   - [Dropdown] [Dropdown] ways

2) Determining the 1st, 2nd, and 3rd place finishers in a race with 10 contestants  
   - [Dropdown] [Dropdown] ways

3) Planning the order of presentations for 8 people in class  
   - [Dropdown] [Dropdown] ways

4) Electing 4 candidates to a planning committee from a pool of 7 options  
   - [Dropdown] [Dropdown] ways

**Guidance:**

- Use permutations when the order matters.
- Use combinations when the order does not matter.

For each scenario, choose whether it's a permutation or combination and then calculate the total number of possible outcomes. Use dropdown options to select your answers.
Transcribed Image Text:**Permutations and Combinations Exercise** Classify each scenario as either a permutation or combination, then calculate the number of ways the scenario could happen. 1) Choosing 2 movies to rent from 15 movie options - [Dropdown] [Dropdown] ways 2) Determining the 1st, 2nd, and 3rd place finishers in a race with 10 contestants - [Dropdown] [Dropdown] ways 3) Planning the order of presentations for 8 people in class - [Dropdown] [Dropdown] ways 4) Electing 4 candidates to a planning committee from a pool of 7 options - [Dropdown] [Dropdown] ways **Guidance:** - Use permutations when the order matters. - Use combinations when the order does not matter. For each scenario, choose whether it's a permutation or combination and then calculate the total number of possible outcomes. Use dropdown options to select your answers.
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