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1. Roll a die: Event A: Roll a die and get a "1" Event B: Roll a die and get a "4" The probability that you get a "1", P(A) is, The probability that you get a "4", P(B) is The probability of getting a "1" or a "4", P(AUB) is,

1. Roll a die: Event A: Roll a die and get a "1" Event B: Roll a die and get a "4" The probability that you get a "1", P(A) is, The probability that you get a "4", P(B) is The probability of getting a "1" or a "4", P(AUB) is,

College Algebra
College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter9: Sequences, Probability And Counting Theory
Section9.7: Probability
Problem 5SE: The union of two sets is defined as a set of elements that are present in at least one of the sets....
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1. Roll a die: Event A: Roll a die and get a "1" Event B: Roll a die and get a "4" The probability that you get a "1", P(A) i. The probability that you get a "4", P(B) is, The probability of getting a "1" or a "4", P(AUB) is_ Draw a colored ball from the bag. There are five balls of different colors ( red, blue, pink, 2. green and yellow) inside a bag. Event A: Draw a yellow ball. Event B: Draw a red ball. P(A)= P(B) =. The probability of getting a yellow or a red ball, P(AUB) is_ 3. Spin to win a prize. You spin the wheel which has four equal sectors. Event A: You get an iPhone. PS5 iphone Event B: You get a PlayStation 5. P(A)= P(B)= LED TV d-Shock Watch The probability of getting an iPhone or a PlayStation 4, P(AUB) is
Transcribed Image Text:1. Roll a die: Event A: Roll a die and get a "1" Event B: Roll a die and get a "4" The probability that you get a "1", P(A) i. The probability that you get a "4", P(B) is, The probability of getting a "1" or a "4", P(AUB) is_ Draw a colored ball from the bag. There are five balls of different colors ( red, blue, pink, 2. green and yellow) inside a bag. Event A: Draw a yellow ball. Event B: Draw a red ball. P(A)= P(B) =. The probability of getting a yellow or a red ball, P(AUB) is_ 3. Spin to win a prize. You spin the wheel which has four equal sectors. Event A: You get an iPhone. PS5 iphone Event B: You get a PlayStation 5. P(A)= P(B)= LED TV d-Shock Watch The probability of getting an iPhone or a PlayStation 4, P(AUB) is
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