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What is Geometric and Binomial Random Variables about?

The document discusses geometric random variables, which represent the number of Bernoulli trials needed for the first success, and their associated properties, such as expected value and variance. It also covers binomial random variables, which count the number of successes in a fixed number of trials, and presents examples involving probabilities of hitting a target and the expected number of games played. Additionally, it highlights the memoryless property of geometric distributions and provides R softwa

Author

jpc

Language

EN