5. To determine whether taking a bus to work and working in the city are independent events, which probabilities should you compare? Select two choices. Answer choices: P(Take a bus) P(Take a car) P(Work in suburb) P(Work in city | Take a bus) P(Take a bus | Work in city) P(Take a bus | Work in suburb) Are taking a bus to work and working in the city independent events? Choices. Yes. The probabilities are the same. Yes. The probabilities are different. No. The probabilities are the same. No. The probabilities are different. Please show your work
5. To determine whether taking a bus to work and working in the city are independent events, which probabilities should you compare? Select two choices. Answer choices: P(Take a bus) P(Take a car) P(Work in suburb) P(Work in city | Take a bus) P(Take a bus | Work in city) P(Take a bus | Work in suburb) Are taking a bus to work and working in the city independent events? Choices. Yes. The probabilities are the same. Yes. The probabilities are different. No. The probabilities are the same. No. The probabilities are different. Please show your work
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 1C
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5. To determine whether taking a bus to work and working in the city are independent events, which probabilities should you compare? Select two choices.
Answer choices:
P(Take a bus)
P(Take a car)
P(Work in suburb)
P(Work in city | Take a bus)
P(Take a bus | Work in city)
P(Take a bus | Work in suburb)
Are taking a bus to work and working in the city independent events? Choices. Yes. The probabilities are the same.
Yes. The probabilities are different.
No. The probabilities are the same.
No. The probabilities are different.
Please show your work
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