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10. Suppose a student is selected at random from a large college population. a. Label each pair of events as mutually exclusive or not mutually exclusive. i. The selected student lives in an off campus apartment; the selected student is a Chemistry major. ii. The selected student is only taking one 3-unit class; the selected student is a full-time student. b. Give an example of two events that are not mutually exclusive when a student is selected at random from a large college population. a. i. Choose the correct answer below. A. The events are not mutually exclusive because if one event occurs the other event can also occur. B. The events are not mutually exclusive because if one event occurs the probability of the second event occurring changes. O C. The events are mutually exclusive because if one event occurs the other event cannot occur. O D. The events are mutually exclusive because if one event occurs the probability of the second event occurring changes. a. ii. Choose the correct answer below. A. The events are mutually exclusive because if one event occurs the other event cannot occur. B. The events are not mutually exclusive because if one event occurs the probability of the second event occurring changes. OC. The events are not mutually exclusive because if one event occurs the other event can also occur. D. The events are mutually exclusive because if one event occurs the probability of the second event occurring changes. b. Choose the correct answer below. OOC O A. The selected student works off campus; the selected student does not have a job OB. The selected student drives to class; the selected student works off campus OC. The selected student only studies in the library; the selected student only studies in a coffee shop OD. The selected student only studies in their dorm; the selected student only studies in the library

10. Suppose a student is selected at random from a large college population. a. Label each pair of events as mutually exclusive or not mutually exclusive. i. The selected student lives in an off campus apartment; the selected student is a Chemistry major. ii. The selected student is only taking one 3-unit class; the selected student is a full-time student. b. Give an example of two events that are not mutually exclusive when a student is selected at random from a large college population. a. i. Choose the correct answer below. A. The events are not mutually exclusive because if one event occurs the other event can also occur. B. The events are not mutually exclusive because if one event occurs the probability of the second event occurring changes. O C. The events are mutually exclusive because if one event occurs the other event cannot occur. O D. The events are mutually exclusive because if one event occurs the probability of the second event occurring changes. a. ii. Choose the correct answer below. A. The events are mutually exclusive because if one event occurs the other event cannot occur. B. The events are not mutually exclusive because if one event occurs the probability of the second event occurring changes. OC. The events are not mutually exclusive because if one event occurs the other event can also occur. D. The events are mutually exclusive because if one event occurs the probability of the second event occurring changes. b. Choose the correct answer below. OOC O A. The selected student works off campus; the selected student does not have a job OB. The selected student drives to class; the selected student works off campus OC. The selected student only studies in the library; the selected student only studies in a coffee shop OD. The selected student only studies in their dorm; the selected student only studies in the library

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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Hello, I need help answering part B of this problem. 

**10. Suppose a student is selected at random from a large college population.** **a. Label each pair of events as mutually exclusive or not mutually exclusive.** i. The selected student lives in an off-campus apartment; the selected student is a Chemistry major. - **A. The events are not mutually exclusive because if one event occurs the other event can also occur.** (Correct answer) - B. The events are not mutually exclusive because if one event occurs the probability of the second event occurring changes. - C. The events are mutually exclusive because if one event occurs the other event cannot occur. - D. The events are mutually exclusive because if one event occurs the probability of the second event occurring changes. ii. The selected student is only taking one 3-unit class; the selected student is a full-time student. - **A. The events are mutually exclusive because if one event occurs the other event cannot occur.** (Correct answer) - B. The events are not mutually exclusive because if one event occurs the probability of the second event occurring changes. - C. The events are not mutually exclusive because if one event occurs the other event can also occur. - D. The events are mutually exclusive because if one event occurs the probability of the second event occurring changes. **b. Give an example of two events that are not mutually exclusive when a student is selected at random from a large college population.** - A. The selected student works off campus; the selected student does not have a job. - **B. The selected student drives to class; the selected student works off campus.** (Correct answer) - C. The selected student only studies in the library; the selected student only studies in a coffee shop. - D. The selected student only studies in their dorm; the selected student only studies in the library.
Transcribed Image Text:**10. Suppose a student is selected at random from a large college population.** **a. Label each pair of events as mutually exclusive or not mutually exclusive.** i. The selected student lives in an off-campus apartment; the selected student is a Chemistry major. - **A. The events are not mutually exclusive because if one event occurs the other event can also occur.** (Correct answer) - B. The events are not mutually exclusive because if one event occurs the probability of the second event occurring changes. - C. The events are mutually exclusive because if one event occurs the other event cannot occur. - D. The events are mutually exclusive because if one event occurs the probability of the second event occurring changes. ii. The selected student is only taking one 3-unit class; the selected student is a full-time student. - **A. The events are mutually exclusive because if one event occurs the other event cannot occur.** (Correct answer) - B. The events are not mutually exclusive because if one event occurs the probability of the second event occurring changes. - C. The events are not mutually exclusive because if one event occurs the other event can also occur. - D. The events are mutually exclusive because if one event occurs the probability of the second event occurring changes. **b. Give an example of two events that are not mutually exclusive when a student is selected at random from a large college population.** - A. The selected student works off campus; the selected student does not have a job. - **B. The selected student drives to class; the selected student works off campus.** (Correct answer) - C. The selected student only studies in the library; the selected student only studies in a coffee shop. - D. The selected student only studies in their dorm; the selected student only studies in the library.
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