Maria and John have decided that once they live in a house, they want to have a pet. They go to an animal shelter and find several pets that they would love to take home. There are 25 cats, 4 flat coat retrievers, 8 labrador retrievers, and 10 mixed-breed dogs.   Answer each of the following questions separately, showing all your work to reach each answer.   Since they can’t decide, they place all the adoption cards in a container and draw one.What is the probability that they select a cat?    Since they can’t decide, they place all the adoption cards in a container and draw one.What is the probability that they select either a flat coat retriever or a labrador retriever?    Since they can’t decide, they place all the adoption cards in a container and draw one.What is the probability that if they select a dog, that it is not a mixed breed?

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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Maria and John have decided that once they live in a house, they want to have a pet. They go to an animal shelter and find several pets that they would love to take home. There are 25 cats, 4 flat coat retrievers, 8 labrador retrievers, and 10 mixed-breed dogs.

 

Answer each of the following questions separately, showing all your work to reach each answer.

 

  1. Since they can’t decide, they place all the adoption cards in a container and draw one.What is the probability that they select a cat? 

 

  1. Since they can’t decide, they place all the adoption cards in a container and draw one.What is the probability that they select either a flat coat retriever or a labrador retriever? 

 

  1. Since they can’t decide, they place all the adoption cards in a container and draw one.What is the probability that if they select a dog, that it is not a mixed breed?
  2. If they decide to purposely choose 2 of the 22 available dogs rather than randomly choosing any 2, how many combinations of 2 dogs are possible?
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