Additive property of negative binomial distribution
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MGF: Additive Property: A sum of n independent geometric distributions with parameter p follows a negative binomial distribution with parameters r = n and p. Definition: X1 is the number of the first successful trial in a series of independent Bernoulli trials (so total trials = X1 counting the success).
MGF: Additive Property: A sum of n independent geometric distributions with parameter p follows a negative binomial distribution with parameters r = n and p. Definition: X1 is the number of the first successful trial in a series of independent Bernoulli trials (so total trials = X1 counting the success).
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