Question: Consider a random variable Y that follows the geometric distribution: P(Y=n)=(1?p)(n?1)p Wheren?1represents the number of trials until the first success andpis the probability of success

Consider a random variable Y that follows the geometric distribution:

P(Y=n)=(1?p)(n?1)p

Wheren?1represents the number of trials until the first success andpis the probability of success of an individual trial. Which of the following is the cumulative distribution

function (CDF) for Y?

Consider a random variable Y that follows the geometric distribution:P(Y=n)=(1?p)(n?1)pWheren?1represents the number

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