A market research company surveyed consumers to determine their ranked preferences of sodas among the brands Pepsi, Sam'

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A market research company surveyed consumers to determine their ranked preferences of sodas among the brands Pepsi, Sam'

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A Market Research Company Surveyed Consumers To Determine Their Ranked Preferences Of Sodas Among The Brands Pepsi Sam 1
A Market Research Company Surveyed Consumers To Determine Their Ranked Preferences Of Sodas Among The Brands Pepsi Sam 1 (26.9 KiB) Viewed 27 times
A Market Research Company Surveyed Consumers To Determine Their Ranked Preferences Of Sodas Among The Brands Pepsi Sam 2
A Market Research Company Surveyed Consumers To Determine Their Ranked Preferences Of Sodas Among The Brands Pepsi Sam 2 (12.14 KiB) Viewed 27 times
A market research company surveyed consumers to determine their ranked preferences of sodas among the brands Pepsi, Sam's Choice, and Coke a. What are the outcomes of this expenment for one respondent? b. What is the probability that one respondent will rank Pepsi first? c. What is the probability that two respondents will both rank Pepsi first? a. Display the answer as an ordered set, where the first object in the set is the highest preference and the last object in the set is the lowest preference. Choose the correct answer below OA (Pepsi, Sam's Choice, Coke) (Pepsi, Coke, Sam's Choice) (Sam's Choice, Pepsi, Coke) (Sam's Choice, Coke, Pepsi) (Coke, Sam's Choice, Pepsi) (Coke, Pepsi, Sam's Choice) OC. (Pepsi, Sam's Choice, Coke) OB. (Pepsi, Sam's Choice, Coke) (Pepsi Coke, Sam's Choice) (Pepsi, Pepsi, Pepsi) (Sam's Choice, Pepsi, Coke) (Sam's Choice Coke, Pepsi) (Sant's Choice, Sant's Choice, Sam's Choice) (Coke, Sam's Choice, Pepsi (Coke, Pepsi, Sam's Choice) (Coke, Coke, Coke) OD. (Pepsi, Sam's Choice, Coke) (Sam's Choice, Coke, Pepsi) (Coke Sam's Choice, Pepsi)

b. Assuming that all probabilities in the sample space are equally likely, the probability that one respondent will rank Pepsi first is (Round to two decimal places as needed) c. Assuming that all outcomes in the sample space are equally likely, the probability that two respondents will both rank Pepsi first is (Round to two decimal places as needed.)
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