Consider a biased random walk that starts at the origin
Consider a biased random walk that starts at the origin and that is twice as likely to move to the right as it is to move to the left. After how many steps will the probability be greater than 99% that the walk is to the right of the origin?
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consider a random walk as described in example 913 after one million steps find the probability that the walk is within
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a random variable y is said to have a lognormal distribution if log y has a normal distribution equivalently we can
consider a biased random walk that starts at the origin and that is twice as likely to move to the right as it is to
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a random variable x takes values -1 0 and 2 with respective probabilities 02 03 and 05 find the mgf of x use the mgf to
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