A chef has lettuce and ten other salad ingredients in stock. The chef is interested in counting how many salads could be created if they add five of the other ten ingredients to the lettuce. Decide if this is a permutation or combination problem. Select the two options below that indicate which type of problem this is. Select all that apply: To solve this problem, we want to list ingredients so order will matter. To solve this problem, we will group certain ingredients so order will not matter. This is a combination problem. We are grouping possibilities and order does not matter. This is a permutation problem. We are listing the possibilities and order does matter.
A chef has lettuce and ten other salad ingredients in stock. The chef is interested in counting how many salads could be created if they add five of the other ten ingredients to the lettuce. Decide if this is a permutation or combination problem. Select the two options below that indicate which type of problem this is. Select all that apply: To solve this problem, we want to list ingredients so order will matter. To solve this problem, we will group certain ingredients so order will not matter. This is a combination problem. We are grouping possibilities and order does not matter. This is a permutation problem. We are listing the possibilities and order does matter.
Chapter9: Sequences, Probability And Counting Theory
Section9.5: Counting Principles
Problem 40SE: A family consisting of 2 parents and 3 children is to pose for a picture with 2 family members in...
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Transcribed Image Text:A chef has lettuce and ten other salad ingredients in stock. The chef is interested in counting how many salads could be
created if they add five of the other ten ingredients to the lettuce.
Decide if this is a permutation or combination problem. Select the two options below that indicate which type of problem
this is.
Select all that apply:
To solve this problem, we want to list ingredients so order will matter.
To solve this problem, we will group certain ingredients so order will not matter.
This is a combination problem. We are grouping possibilities and order does not matter.
This is a permutation problem. We are listing the possibilities and order does matter.
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