How to find mean of geometric distribution

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AP Stats Unit 4 Notes: Geometric Distribution

The mean of geometric distribution is also the expected value of the geometric distribution. The expected value of a random variable, X, can be defined as the weighted average of all values of

Geometric Distribution

For books, we may refer to these: https://amzn.to/34YNs3W OR https://amzn.to/3x6ufcEThis video will explain how to calculate the mean and variance of Geome

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Geometric mean and variance

The mean of a geometric random variable is one over the probability of success on each trial. So in this situation the mean is going to be one over this probability of success in each trial is one over six. So

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Geometric Distribution

This statistics video tutorial explains how to calculate the probability of a geometric distribution function. It also explains how to calculate the mean, v
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