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If one student is randomly chosen from the group, what is the probability that the student chose "outside employment" as their most likely activity on a Saturday Morning? 0.48 0.145 0.23 0.235

If one student is randomly chosen from the group, what is the probability that the student chose "outside employment" as their most likely activity on a Saturday Morning? 0.48 0.145 0.23 0.235

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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The table displays data on various activities divided by gender. The activities include Homework, Housework, Outside Employment, Recreation, and Other, with a Total column summarizing counts for each gender category. Here is the breakdown: - **Male:** - Homework: 29 - Housework: 15 - Outside Employment: 20 - Recreation: 23 - Other: 9 - Total: 96 - **Female:** - Homework: 18 - Housework: 17 - Outside Employment: 26 - Recreation: 39 - Other: 4 - Total: 104 - **Overall Total:** - Homework: 47 - Housework: 32 - Outside Employment: 46 - Recreation: 62 - Other: 13 - Overall Total: 200 This table can be used to analyze and compare time allocation across different activities between males and females. For instance, females seem to spend more time in Recreation compared to males.
Transcribed Image Text:The table displays data on various activities divided by gender. The activities include Homework, Housework, Outside Employment, Recreation, and Other, with a Total column summarizing counts for each gender category. Here is the breakdown: - **Male:** - Homework: 29 - Housework: 15 - Outside Employment: 20 - Recreation: 23 - Other: 9 - Total: 96 - **Female:** - Homework: 18 - Housework: 17 - Outside Employment: 26 - Recreation: 39 - Other: 4 - Total: 104 - **Overall Total:** - Homework: 47 - Housework: 32 - Outside Employment: 46 - Recreation: 62 - Other: 13 - Overall Total: 200 This table can be used to analyze and compare time allocation across different activities between males and females. For instance, females seem to spend more time in Recreation compared to males.
**Question:** If one student is randomly chosen from the group, what is the probability that the student chose "outside employment" as their most likely activity on a Saturday morning? **Answer Options:** - ○ 0.48 - ○ 0.145 - ○ 0.23 - ○ 0.235 **Explanation:** The question asks about determining the probability of a specific activity being chosen by a randomly selected student. There are four possible probabilities given. These probabilities represent the likelihood of a student selecting 'outside employment' as their preferred Saturday morning activity. To solve this, one would typically analyze data or a given statistical distribution specific to this scenario.
Transcribed Image Text:**Question:** If one student is randomly chosen from the group, what is the probability that the student chose "outside employment" as their most likely activity on a Saturday morning? **Answer Options:** - ○ 0.48 - ○ 0.145 - ○ 0.23 - ○ 0.235 **Explanation:** The question asks about determining the probability of a specific activity being chosen by a randomly selected student. There are four possible probabilities given. These probabilities represent the likelihood of a student selecting 'outside employment' as their preferred Saturday morning activity. To solve this, one would typically analyze data or a given statistical distribution specific to this scenario.
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