Master the Negative Binomial and Geometric Distributions in this Quiz!

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What is the sample space for the Negative Binomial Distribution?

S = {(w1 , w2 ,. , wn ) : n ∈ {r, r + 1,.}, wn = s, wi ∈ {s, f }, i = 1, 2,. , n − 1; r − 1 of w1 , w2 ,. , wn−1 are s and remaining n − r of w1 , w2 ,. , wn−1 are f }

Which of the following best describes the Negative Binomial Distribution?

A distribution that models the number of failures before the r-th success in a sequence of independent Bernoulli trials

What does the random variable X represent in the Negative Binomial Distribution?

The number of failures before the r-th success

What is the probability of the event {X = x} for x ∈ {0, 1, 2, · · · } in the Negative Binomial Distribution?

P ({X = x}) = 0

What does the probability p represent in the Negative Binomial Distribution?

The probability of success in each trial

Test your understanding of the Negative Binomial and Geometric distributions with this quiz. Explore the concepts of success probability and the number of trials needed for a certain number of successes.

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