In an NBA finals series, scheduled to play up to seven games, with the first team to get 4 wins winning the title. Suppose that the underdog team has a 38% chance of winning each game in the series. What is the probability that the series end with the underdog team winning in less than 7 games? (four decimal places)

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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In an NBA finals series, scheduled to play up to seven games, with the first
team to get 4 wins winning the title. Suppose that the underdog team has
a 38% chance of winning each game in the series. What is the probability
that the series end with the underdog team winning in less than 7 games?
(four decimal places)
Transcribed Image Text:In an NBA finals series, scheduled to play up to seven games, with the first team to get 4 wins winning the title. Suppose that the underdog team has a 38% chance of winning each game in the series. What is the probability that the series end with the underdog team winning in less than 7 games? (four decimal places)
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