Employee rating. A company has rated 75 % of its employees as satisfactory and 25 % as unsatisfactory. Personnel records indicate that 80 % of the satisfactory workers had previous work experience, while only 40 % of the unsatisfactory workers had any previous work experience. If a person with previous work experience is hired, what is the probability that this person will be a satisfactory employee? If a person with no previous work experience is hired, what is the probability that this person will be a satisfactory employee?
Employee rating. A company has rated 75 % of its employees as satisfactory and 25 % as unsatisfactory. Personnel records indicate that 80 % of the satisfactory workers had previous work experience, while only 40 % of the unsatisfactory workers had any previous work experience. If a person with previous work experience is hired, what is the probability that this person will be a satisfactory employee? If a person with no previous work experience is hired, what is the probability that this person will be a satisfactory employee?
Employee rating. A company has rated
75
%
of its employees as satisfactory and
25
%
as unsatisfactory. Personnel records indicate that
80
%
of the satisfactory workers had previous work experience, while only
40
%
of the unsatisfactory workers had any previous work experience. If a person with previous work experience is hired, what is the probability that this person will be a satisfactory employee? If a person with no previous work experience is hired, what is the probability that this person will be a satisfactory employee?
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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