Asked by Logan Ann Moberly on Jun 12, 2024
Verified
Given that n is the number of trials of a random experiment, N is population size, M is the number of population units with the "success" characteristic, and p is the probability of success in the first trial, the mean of the hypergeometric random variable's probability distribution always equals:
A) n
B) np
C) n(N/M)
D) none of these
Hypergeometric Random Variable
A discrete random variable that represents the count of successful outcomes in a series of selections from a limited population where each selection is not returned to the pool.
Probability of Success
The likelihood that an event will occur as desired, often represented as a number between 0 and 1.
Mean
The average of a set of numbers, calculated by dividing the sum of these numbers by the count of the numbers in the set.
- Ascertain and clarify the average, variance, and alternate probabilities inherent in hypergeometric distribution scenarios presented.
Verified Answer
Learning Objectives
- Ascertain and clarify the average, variance, and alternate probabilities inherent in hypergeometric distribution scenarios presented.
Related questions
A College Has Seven Applicants for Three Scholarships: Four Females ...
The Hypergeometric Probability Distribution Is Used Rather Than the Binomial ...
When Sampling Without Replacement, the Appropriate Probability Distribution Is ...
Experiments with Repeated Independent Trials Will Be Described by the ...
The Poisson Probability Distribution Is a _____ Probability Distribution ...