Drivers were surveyed about their driving styles and the type of vehicle they drive. The results are summarized in the two-way table. Attentive Defensive Eco-friendly Sedan 24 20 10 SUV 18 13 7 Motorcycle 12 5 7 Truck 6 10 4 The equation 0.4 0.397 is the mathematical justification proving which of the following statements? The events driving a sedan and driving in an attentive style are approximately independent because P(attentive | sedan) = P(attentive). The events driving a sedan and driving in an attentive style are not independent because P(sedan | attentive) = P(sedan). ༤ Ⓒ The events driving a sedan and driving in an attentive style are approximately independent because P(sedan | attentive) = P(sedan). The events driving a sedan and driving in an attentive style are not independent because P(attentive | sedan) = P(attentive).
Drivers were surveyed about their driving styles and the type of vehicle they drive. The results are summarized in the two-way table. Attentive Defensive Eco-friendly Sedan 24 20 10 SUV 18 13 7 Motorcycle 12 5 7 Truck 6 10 4 The equation 0.4 0.397 is the mathematical justification proving which of the following statements? The events driving a sedan and driving in an attentive style are approximately independent because P(attentive | sedan) = P(attentive). The events driving a sedan and driving in an attentive style are not independent because P(sedan | attentive) = P(sedan). ༤ Ⓒ The events driving a sedan and driving in an attentive style are approximately independent because P(sedan | attentive) = P(sedan). The events driving a sedan and driving in an attentive style are not independent because P(attentive | sedan) = P(attentive).
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 13CYU
Question
![Drivers were surveyed about their driving styles and the type of vehicle they drive. The results are summarized in the two-way table.
Attentive Defensive Eco-friendly
Sedan
24
20
10
SUV
18
13
7
Motorcycle 12
5
7
Truck
6
10
4
The equation 0.4 0.397 is the mathematical justification proving which of the following statements?
The events driving a sedan and driving in an attentive style are approximately independent because P(attentive | sedan) = P(attentive).
The events driving a sedan and driving in an attentive style are not independent because P(sedan | attentive) = P(sedan).
༤
Ⓒ The events driving a sedan and driving in an attentive style are approximately independent because P(sedan | attentive) = P(sedan).
The events driving a sedan and driving in an attentive style are not independent because P(attentive | sedan) = P(attentive).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4f22148c-14cb-4343-a792-3a404f2d908e%2Fed94c8b7-3ca5-4172-9306-2c8741a1f107%2Fm24tn8p_processed.png&w=3840&q=75)
Transcribed Image Text:Drivers were surveyed about their driving styles and the type of vehicle they drive. The results are summarized in the two-way table.
Attentive Defensive Eco-friendly
Sedan
24
20
10
SUV
18
13
7
Motorcycle 12
5
7
Truck
6
10
4
The equation 0.4 0.397 is the mathematical justification proving which of the following statements?
The events driving a sedan and driving in an attentive style are approximately independent because P(attentive | sedan) = P(attentive).
The events driving a sedan and driving in an attentive style are not independent because P(sedan | attentive) = P(sedan).
༤
Ⓒ The events driving a sedan and driving in an attentive style are approximately independent because P(sedan | attentive) = P(sedan).
The events driving a sedan and driving in an attentive style are not independent because P(attentive | sedan) = P(attentive).
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