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Each student in a random sample of Rhodes State Students participated in a survey. These students were asked indicate their gender and their eye color. The following table summarizes the results of the survey. (b) p(M or BL)= Male Female Total (c) p(M | BL)= Brown 48 43 91 Blue 24 29 53 Green 9 8 17 wwwwww Let F be the event that a female is chosen. M is the event that a male is chosen. Events B, BL, and G are the event that a person has brown eyes, blue eyes, or green eyes respectively. Find the following probabilities. Round to 4 places where possible. (a) p(M and BL)= Total 81 80 161

Each student in a random sample of Rhodes State Students participated in a survey. These students were asked indicate their gender and their eye color. The following table summarizes the results of the survey. (b) p(M or BL)= Male Female Total (c) p(M | BL)= Brown 48 43 91 Blue 24 29 53 Green 9 8 17 wwwwww Let F be the event that a female is chosen. M is the event that a male is chosen. Events B, BL, and G are the event that a person has brown eyes, blue eyes, or green eyes respectively. Find the following probabilities. Round to 4 places where possible. (a) p(M and BL)= Total 81 80 161

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section: Chapter Questions
Problem 8CR
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Each student in a random sample of Rhodes State Students participated in a survey. These students were asked to indicate their gender and their eye color. The following table summarizes the results of the survey. (b) p(M or BL)= (c) p(M BL)= (d) p(BL| M)= (e) p(BL)= Male Female Total (f) p(M)= Brown 48 91 Let F be the event that a female is chosen. M is the event that a male is chosen. Events B, BL, and G are the events that a person has brown eyes, blue eyes, or green eyes respectively. Find the following probabilities. Round to 4 places where possible. (a) p(M and BL)= Blue 24 29 53 Green 9 8 17 Total 81 80 161
Transcribed Image Text:Each student in a random sample of Rhodes State Students participated in a survey. These students were asked to indicate their gender and their eye color. The following table summarizes the results of the survey. (b) p(M or BL)= (c) p(M BL)= (d) p(BL| M)= (e) p(BL)= Male Female Total (f) p(M)= Brown 48 91 Let F be the event that a female is chosen. M is the event that a male is chosen. Events B, BL, and G are the events that a person has brown eyes, blue eyes, or green eyes respectively. Find the following probabilities. Round to 4 places where possible. (a) p(M and BL)= Blue 24 29 53 Green 9 8 17 Total 81 80 161
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(d) p(BL | M)- (e) p(BL)= (1) P(M)= 000000000 0000000000000 AIDE 0
Transcribed Image Text:(d) p(BL | M)- (e) p(BL)= (1) P(M)= 000000000 0000000000000 AIDE 0
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