13. If events E and F are disjoint and the events F and G are disjoint, must the events E and G necessarily be disjoint? Give an example to illustrate your opinion. Choose the correct answer below. O A. Yes, events E and G must be disjoint. For example, E = {0,1,2}, F = {3,4,5)}, and G= {6,7,8} show that E and F are disjoint events, F and G are disjoint events, and E and G are also disjoint events. O B. No, events E and G are not necessarily disjoint. For example, E= {0,1,2}, F = {3,4,5}, and G= {6,7,8} show that E and F are disjoint events, F and G are disjoint events, and E and G are events that are not disjoint. OC. Yes, events E and G must be disjoint. For example, E = {0,1,2}, F = {3,4,5}, and G= {2,6,7} show that E and F are disjoint events, F and G are disjoint events, and E and G are also disjoint events. O D. No, events E and G are not necessarily disjoint. For example, E = {0,1,2}, F = {3,4,5}, and G= {2,6,7} show that E and F are disjoint events, F and G are disjoint events, and E and G are events that are not disjoint.
13. If events E and F are disjoint and the events F and G are disjoint, must the events E and G necessarily be disjoint? Give an example to illustrate your opinion. Choose the correct answer below. O A. Yes, events E and G must be disjoint. For example, E = {0,1,2}, F = {3,4,5)}, and G= {6,7,8} show that E and F are disjoint events, F and G are disjoint events, and E and G are also disjoint events. O B. No, events E and G are not necessarily disjoint. For example, E= {0,1,2}, F = {3,4,5}, and G= {6,7,8} show that E and F are disjoint events, F and G are disjoint events, and E and G are events that are not disjoint. OC. Yes, events E and G must be disjoint. For example, E = {0,1,2}, F = {3,4,5}, and G= {2,6,7} show that E and F are disjoint events, F and G are disjoint events, and E and G are also disjoint events. O D. No, events E and G are not necessarily disjoint. For example, E = {0,1,2}, F = {3,4,5}, and G= {2,6,7} show that E and F are disjoint events, F and G are disjoint events, and E and G are events that are not disjoint.
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
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