Posts tagged independent trials
Probability with geometric random variables

Remember that for a binomial random variable X, we’re looking for the number of successes in a finite number of trials. For a geometric random variable, most of the conditions we put on the binomial random variable still apply: 1) each trial must be independent, 2) each trial can be called a “success” or “failure,” and 3) the probability of success on each trial is constant.

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Probability with binomial random variables

Remember that “bi” means two, so a binomial variable is a variable that can take on exactly two values. A coin is the most obvious example of a binomial variable because flipping the coin can only result in two values: heads or tails.

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