An individual is presented with three different glasses of cola, labeled C, D, and P. He is asked to taste all three and then list them in order of preference. Suppose the same cola has actually been put into all three glasses. (a) What are the simple events in this ranking experiment? (Enter your answer in set notation.) (CDP.CPD.DCP.DPC.PCD.PDC} What probability would you assign to each one? O The probability of an individual event where D is ranked first is 1 The probability of another individual event is 15 O The probability of an individual event where D is ranked first is . The probability of another individual event is 12 4 O It is impossible to determine the probability of the simple events with the given information. O All of the simple events have the same probability, 6 O All of the simple events have the same probability, (b) What is the probability that C is ranked first? (Round your answer to three decimal places.) 0.166 (c) What is the probability that C is ranked first and D is ranked last? (Round your answer to three decimal places.) 3:40 PM ENG 2/3/2022 DELL
An individual is presented with three different glasses of cola, labeled C, D, and P. He is asked to taste all three and then list them in order of preference. Suppose the same cola has actually been put into all three glasses. (a) What are the simple events in this ranking experiment? (Enter your answer in set notation.) (CDP.CPD.DCP.DPC.PCD.PDC} What probability would you assign to each one? O The probability of an individual event where D is ranked first is 1 The probability of another individual event is 15 O The probability of an individual event where D is ranked first is . The probability of another individual event is 12 4 O It is impossible to determine the probability of the simple events with the given information. O All of the simple events have the same probability, 6 O All of the simple events have the same probability, (b) What is the probability that C is ranked first? (Round your answer to three decimal places.) 0.166 (c) What is the probability that C is ranked first and D is ranked last? (Round your answer to three decimal places.) 3:40 PM ENG 2/3/2022 DELL
Chapter9: Sequences, Probability And Counting Theory
Section9.7: Probability
Problem 5SE: The union of two sets is defined as a set of elements that are present in at least one of the sets....
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Transcribed Image Text:An individual is presented with three different glasses of cola, labeled C, D, and P. He is asked to taste all three and then list them in order of preference. Suppose the same
cola has actually been put into all three glasses.
(a) What are the simple events in this ranking experiment? (Enter your answer in set notation.)
(CDP,CPD.DCP DPC,PCD,PDC}
What probability would you assign to each one?
1
1
The probability of another individual event is
15
O The probability of an individual event where D is ranked first is
O The probability of an individual event where D is ranked first is . The probability of another individual event is
12
4
O It is impossible to determine the probability of the simple events with the given information.
1
O All of the simple events have the same probability,
6
O All of the simple events have the same probability,
(b) What is the probability that C is ranked first? (Round your answer to three decimal places.)
0.166
(c) What is the probability that C is ranked first and D is ranked last? (Round your answer to three decimal places.)
3:40 PM
2/3/2022
ENG
DELL
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