Labor relation. In a study to determine employee voting Patterns in a recent strike election, 1,000 employees were selected at random and the following tabulation was made: (A) A convert this table to a probability table by dividing each entry by 1,000 (B) What is the probability of an employee voting to strike given that the person is paid salary? (C) What is the probability of an employee voting to strike given that the person receives a salary plus bonus? (D) What is the probability of an employee being on straight salary (S)? Of being on straight salary given that he or she voted in favor of striking? (E) What is the probability of an employee being paid hourly? Of being paid hourly given that he or she voted in favor of striking? (F) What is the probability of an employee being in a salary plus bonus position and voting against striking? (G) Are events S and Y independent? (H) Are events H and Y independent? (I) Are events B and N independent?
Labor relation. In a study to determine employee voting Patterns in a recent strike election, 1,000 employees were selected at random and the following tabulation was made: (A) A convert this table to a probability table by dividing each entry by 1,000 (B) What is the probability of an employee voting to strike given that the person is paid salary? (C) What is the probability of an employee voting to strike given that the person receives a salary plus bonus? (D) What is the probability of an employee being on straight salary (S)? Of being on straight salary given that he or she voted in favor of striking? (E) What is the probability of an employee being paid hourly? Of being paid hourly given that he or she voted in favor of striking? (F) What is the probability of an employee being in a salary plus bonus position and voting against striking? (G) Are events S and Y independent? (H) Are events H and Y independent? (I) Are events B and N independent?
Solution Summary: The author calculates the probability table by dividing each entry by 1000 from the following table of 1,000 employees who were selected at random by employee voting pattern.
Labor relation. In a study to determine employee voting Patterns in a recent strike election, 1,000 employees were selected at random and the following tabulation was made:
(A) A convert this table to a probability table by dividing each entry by 1,000
(B) What is the probability of an employee voting to strike given that the person is paid salary?
(C) What is the probability of an employee voting to strike given that the person receives a salary plus bonus?
(D) What is the probability of an employee being on straight salary (S)? Of being on straight salary given that he or she voted in favor of striking?
(E) What is the probability of an employee being paid hourly? Of being paid hourly given that he or she voted in favor of striking?
(F) What is the probability of an employee being in a salary plus bonus position and voting against striking?
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Discrete Distributions: Binomial, Poisson and Hypergeometric | Statistics for Data Science; Author: Dr. Bharatendra Rai;https://www.youtube.com/watch?v=lHhyy4JMigg;License: Standard Youtube License