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10 Nov 2019
Probability, Independent and Dependent Events
Find each probability. that a person is not a high school graduate and is not employed A bag contains number slips numbered 1 to 9. Determine whether the events are independent or dependent, and find the indicated probability. selecting 2 even numbers when 2 slips are chosen with replacement Determine whether the events are independent or dependent. A 4 is drawn from a deck of cards, set aside, and then an ace is drawn. A dart hits the bull's-eye, and a second dart also hits the bulls eye. In the 2004 Wimbledon Men's Tennis Championship final, Roger Federer defeated Andy Roddick in three sets. What was the probability that Federer won the point when his second serve was in? When Federer lost a point, what was the probability that he double faulted? At one high school, the probability that a student is absent today, given that the student was absent yesterday, is 0.12. The probability that a student is absent today, given that the student was present yesterday, is 0.05. The probability that a student was absent yesterday is 0.1. Draw a tree diagram to represent the situation. What is the probability that a randomly selected student was present yesterday and today?
Probability, Independent and Dependent Events
Find each probability. that a person is not a high school graduate and is not employed A bag contains number slips numbered 1 to 9. Determine whether the events are independent or dependent, and find the indicated probability. selecting 2 even numbers when 2 slips are chosen with replacement Determine whether the events are independent or dependent. A 4 is drawn from a deck of cards, set aside, and then an ace is drawn. A dart hits the bull's-eye, and a second dart also hits the bulls eye. In the 2004 Wimbledon Men's Tennis Championship final, Roger Federer defeated Andy Roddick in three sets. What was the probability that Federer won the point when his second serve was in? When Federer lost a point, what was the probability that he double faulted? At one high school, the probability that a student is absent today, given that the student was absent yesterday, is 0.12. The probability that a student is absent today, given that the student was present yesterday, is 0.05. The probability that a student was absent yesterday is 0.1. Draw a tree diagram to represent the situation. What is the probability that a randomly selected student was present yesterday and today?
Elin HesselLv2
19 Aug 2019