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This document discusses common discrete distributions in probability theory, focusing on the binomial and Poisson distributions, as well as the geometric distribution. It defines key concepts such as Bernoulli trials, binomial random variables, and the properties of Poisson processes, providing formulas for their probability distributions and moment generating functions. The document also includes examples and theorems related to these distributions, highlighting their applications in various scenarios.

Author
danitashe09
Language
EN

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