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16. The debate club has 18 members, but only 4 can compete at the next meet? How many 4-person teams are possible? 17. A recording engineer wants to make a CD with 12 songs. In how many different ways can the CD be made? 18. A dog shelter is giving away 15 different dogs, but you have room for only 4 of them. How many different dog families could you have?

16. The debate club has 18 members, but only 4 can compete at the next meet? How many 4-person teams are possible? 17. A recording engineer wants to make a CD with 12 songs. In how many different ways can the CD be made? 18. A dog shelter is giving away 15 different dogs, but you have room for only 4 of them. How many different dog families could you have?

A First Course in Probability (10th Edition)
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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16. The debate club has 18 members, but only 4 can compete at the next meet? How many 4-person teams are possible? 17. A recording engineer wants to make a CD with 12 songs. In how many different ways can the CD be made? 18. A dog shelter is giving away 15 different dogs, but you have room for only 4 of them. How many different dog families could you have?
Transcribed Image Text:16. The debate club has 18 members, but only 4 can compete at the next meet? How many 4-person teams are possible? 17. A recording engineer wants to make a CD with 12 songs. In how many different ways can the CD be made? 18. A dog shelter is giving away 15 different dogs, but you have room for only 4 of them. How many different dog families could you have?
7E Counting and Probability Date 1-18: Answer the following questions using the appropriate counting technique, which may be either arrangements with repetition, permutations, or combinations. Be sure to explain why this counting technique applies to the problem.
Transcribed Image Text:7E Counting and Probability Date 1-18: Answer the following questions using the appropriate counting technique, which may be either arrangements with repetition, permutations, or combinations. Be sure to explain why this counting technique applies to the problem.
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