Expected Values / Random Variables

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Math

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5 Terms

1
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geometric(p)

if the probability of success is p=0.1, how many trials (on average) to achieve the first success?

2
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pascal(k,p) - k is # of successes

if the probability of success is p=0.1, how many trials (on average) are needed to achieve 7 successes?

3
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poisson(α) - α = λ*T, λ = 1bus / 5 min, T = 60min

If a bus arrives every 5 minutes, how many buses (on average)
arrive in one hour?

4
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discrete uniform(k, l) -

For a fair six-sided die, what’s the average roll?

5
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binomial(n,p)

If the probability of success is p=0.1, and the number of trials is 50, how many successes (on average) would you expect?