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Which is a false statement when comparing discrete probability distributions? O A) Uniform: n is the number of items available. Binomial: n is the number of trials. Hypergeometric: n is the size of the population. B) Uniform: All outcomes are equally likely. Binomial: Trials are independent. Hypergeometric: Trials are dependent. 22 (C) 1 Uniform: E(X) Σx, = 32 i-1 Binomial: E(X) = np ra Hypergeometric: E(X) 72 D) Uniform: Random variable is the number of items selected. Binomial: Random variable is the number of successful outcomes. Hypergeometric: Random variable is the number of successful outcomes.

Which is a false statement when comparing discrete probability distributions? O A) Uniform: n is the number of items available. Binomial: n is the number of trials. Hypergeometric: n is the size of the population. B) Uniform: All outcomes are equally likely. Binomial: Trials are independent. Hypergeometric: Trials are dependent. 22 (C) 1 Uniform: E(X) Σx, = 32 i-1 Binomial: E(X) = np ra Hypergeometric: E(X) 72 D) Uniform: Random variable is the number of items selected. Binomial: Random variable is the number of successful outcomes. Hypergeometric: Random variable is the number of successful outcomes.

College Algebra
College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter9: Counting And Probability
Section9.3: Binomial Probability
Problem 33E: Sick leave probability that a given worker at Dyno Nutrition Will call in sick on a Monday is 004....
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Which is a false statement when comparing discrete probability distributions? OA) Uniform: n is the number of items available. Binomial: n is the number of trials. Hypergeometric: n is the size of the population. B) Uniform: All outcomes are equally likely. Binomial: Trials are independent. Hypergeometric: Trials are dependent. C) Uniform: E(X)= = 2-1 Binomial: E(X) = np ra Hypergeometric: E(X) = 72 D) Uniform: Random variable is the number of items selected. Binomial: Random variable is the number of successful outcomes. Hypergeometric: Random variable is the number of successful outcomes.
Transcribed Image Text:Which is a false statement when comparing discrete probability distributions? OA) Uniform: n is the number of items available. Binomial: n is the number of trials. Hypergeometric: n is the size of the population. B) Uniform: All outcomes are equally likely. Binomial: Trials are independent. Hypergeometric: Trials are dependent. C) Uniform: E(X)= = 2-1 Binomial: E(X) = np ra Hypergeometric: E(X) = 72 D) Uniform: Random variable is the number of items selected. Binomial: Random variable is the number of successful outcomes. Hypergeometric: Random variable is the number of successful outcomes.
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