there is a 0.0503 probability that a best of seven contest that will last four games, a 0.1027 probability that will last five games a 0.2499 probability that it will last six games and a 0.5971 probability that it will last seven games. verify that this is a probability distribution. find its mean and standard deviation.
notice that if you add up the decimals they equal to 1
Let X = # of games will last in a best of 7 games contest X is a random variable.
What is the mean of the probability distribution
The mean is \[\mu = \sum_{x}^{n} x\times f(x)\] Where x is the number of games and f(x) is the probability that it will last x number of games.
i still dont understand ifi add the games is one?
carson are you good at probability , there is a question there was disagreement on. would you like to referee the solutions
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