1. A geometric random variable X is a discrete variable taking values in {1, 2, ...} with the parameter p which models the probability of getting the first success on the th trial. This variable has...


1. A geometric random variable X is a discrete variable taking values in<br>{1, 2, ...} with the parameter p which models the probability of getting<br>the first success on the th trial. This variable has density function<br>fx (x) = p(1 – p)®-1. Find the moment generating function of X and<br>use it to find the mean and variance of X.<br>

Extracted text: 1. A geometric random variable X is a discrete variable taking values in {1, 2, ...} with the parameter p which models the probability of getting the first success on the th trial. This variable has density function fx (x) = p(1 – p)®-1. Find the moment generating function of X and use it to find the mean and variance of X.

Jun 02, 2022
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