works part-time?" the probability is 0.876 if the events A and B are independent, then P(A) = P(A given B). Are the events gender and status (part-time or full-time) independent? To answer this question we will use the definition of independent events: Comparing the probabilities you calculated in question 1 and question 7 above, one can conclude that gender and status are independent. true or false
question 1 asked "You select an employee at random from this population of hourly workers. What is the probability that the employee is female?" the probability is 0.826
question 7 asked "You select an employee at random from this population of hourly workers. What is the probability that the employee is a female given that she works part-time?" the probability is 0.876
if the events A and B are independent, then P(A) = P(A given B).
Are the events gender and status (part-time or full-time) independent? To answer this question we will use the definition of independent events:
Comparing the probabilities you calculated in question 1 and question 7 above, one can conclude that gender and status are independent.
true or false?
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