A total of 50 students were interviewed. Let A be the event that a student prefers Coke over Pepsi. Let B be the event that a student likes running. . The probability that a student likes running is 0.7 . The probability that a student likes Coke more than Pepsi is 0.4 . The probability that a student likes both Coke and running is 0.14 Use this information to fill in the Venn Diagram and the Two-Way Table and to answer the probability questions below. Be sure to give probability as a decimal to two decimal places.

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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A total of 50 students were interviewed.
Let A be the event that a student prefers Coke over Pepsi.
Let B be the event that a student likes running.
The probability that a student likes running is 0.7
• The probability that a student likes Coke more than Pepsi is 0.4
U
The probability that a student likes both Coke and running is 0.14
Use this information to fill in the Venn Diagram and the Two-Way Table and to answer the probability
questions below.
Be sure to give probability as a decimal to two decimal places.
TA35
Ti
At
Se
Transcribed Image Text:D A total of 50 students were interviewed. Let A be the event that a student prefers Coke over Pepsi. Let B be the event that a student likes running. The probability that a student likes running is 0.7 • The probability that a student likes Coke more than Pepsi is 0.4 U The probability that a student likes both Coke and running is 0.14 Use this information to fill in the Venn Diagram and the Two-Way Table and to answer the probability questions below. Be sure to give probability as a decimal to two decimal places. TA35 Ti At Se
QuestionD
P(B)=
Be sure to give probability as a decimal to two decimal places.
Question 6
P(AUB)=
Be sure to give probability as a decimal to two decimal places.
Question 7
PAMB)=
Be sure to give probability as a decimal to two decimal places.
Transcribed Image Text:QuestionD P(B)= Be sure to give probability as a decimal to two decimal places. Question 6 P(AUB)= Be sure to give probability as a decimal to two decimal places. Question 7 PAMB)= Be sure to give probability as a decimal to two decimal places.
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