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11 Nov 2019
(9 points) A dodgeball team either wins, ties, or loses each game. If they lose a game, their probability of winning the next game is 0 and their probability of losing the next game is 0.9. If they tie a game, their probability of winning the next game is 0.8 and their probability of losing the next game is 0.1. If they win a game, their probability of winning the next game is 0.5 and their probability of losing the next game is 0.2. Write all answers as integers or decimals. If the team has respective probabilities 0.7, 02, and 0.1 of a win, tie, or loss for their first game, what is the probability that they will win their second game? If the team has probabilities 0.7,02, and 0.1 of a win, tie, or loss for their first game respectively, what is the probability that they will tie their third game? If the team has probabilities 0.7, 0.2, and 0.1 of a win, tie, or loss for their first game respectively, what is the probability that they will lose their fourth game?
(9 points) A dodgeball team either wins, ties, or loses each game. If they lose a game, their probability of winning the next game is 0 and their probability of losing the next game is 0.9. If they tie a game, their probability of winning the next game is 0.8 and their probability of losing the next game is 0.1. If they win a game, their probability of winning the next game is 0.5 and their probability of losing the next game is 0.2. Write all answers as integers or decimals. If the team has respective probabilities 0.7, 02, and 0.1 of a win, tie, or loss for their first game, what is the probability that they will win their second game? If the team has probabilities 0.7,02, and 0.1 of a win, tie, or loss for their first game respectively, what is the probability that they will tie their third game? If the team has probabilities 0.7, 0.2, and 0.1 of a win, tie, or loss for their first game respectively, what is the probability that they will lose their fourth game?
Sixta KovacekLv2
20 Aug 2019