Compound Random experiment: Flip a penny, draw a marble from a bag containg 3 red, 5 orange, and 2 green marbles. Draw the tree diagram to represent this compound random experiment. List the sample space. Compute the probabilities for each of the atomic events of the sample space. Event A = { Red marble and head on penny or green marble tail on penny} Event B = { orange or green marble and head or tail on the penny} Calculate: p(A), p(b), p(A union B), and finally determine if they are independent events. Remember to defend your answer as answers
Compound Random experiment: Flip a penny, draw a marble from a bag containg 3 red, 5 orange, and 2 green marbles. Draw the tree diagram to represent this compound random experiment. List the sample space. Compute the probabilities for each of the atomic events of the sample space. Event A = { Red marble and head on penny or green marble tail on penny} Event B = { orange or green marble and head or tail on the penny} Calculate: p(A), p(b), p(A union B), and finally determine if they are independent events. Remember to defend your answer as answers
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 6ECP: In Pennsylvania’s Cash 5 game, a player chooses five different numbers from 1 to 43. If these five...
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Compound Random experiment: Flip a penny, draw a marble from a bag containg 3 red, 5 orange, and 2 green marbles. Draw the tree diagram to represent this compound random experiment. List the sample space . Compute the probabilities for each of the atomic events of the sample space. Event A = { Red marble and head on penny or green marble tail on penny} Event B = { orange or green marble and head or tail on the penny} Calculate: p(A), p(b), p(A union B), and finally determine if they are independent events.
Remember to defend your answer as answers
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