A tram company runs two tram routes from station P to station Q. The first route is a direct tram, the green line. The second route involves changing trams at an intermediate station: passengers take the blue line from station P to station R and then the yellow line from station R to station Q. The events of the three tram lines running are mutually independent and each tram line runs with probability 1/2. Which of the following gives the probability that a person can travel from station P to station Q? Select one: O a. 7/8 O b. 1/8 O c. 5/8 O d. 3/4 O e. None of the other choices

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.8: Probabilities Of Disjoint And Overlapping Events
Problem 2C
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A tram company runs two tram routes from station P to station Q. The first route is a direct tram, the green line. The second route involves
changing trams at an intermediate station: passengers take the blue line from station P to station R and then the yellow line from station R
to station Q. The events of the three tram lines running are mutually independent and each tram line runs with probability 1/2. Which of
the following gives the probability that a person can travel from station P to station Q?
Select one:
a. 7/8
b. 1/8
C. 5/8
O d. 3/4
O e.
None of the other choices
Transcribed Image Text:A tram company runs two tram routes from station P to station Q. The first route is a direct tram, the green line. The second route involves changing trams at an intermediate station: passengers take the blue line from station P to station R and then the yellow line from station R to station Q. The events of the three tram lines running are mutually independent and each tram line runs with probability 1/2. Which of the following gives the probability that a person can travel from station P to station Q? Select one: a. 7/8 b. 1/8 C. 5/8 O d. 3/4 O e. None of the other choices
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