Choose an employee person at random. Let A be the event that the person is a female and B be the event that the person holds a managerial position. Data from the US department of labor suggests that P(A)= 0.47 and P(B|A)= 0.34

A) explain what P(A)= 0.47 means in context
B) explain what P(B|A)= 0.34 means in context
C) what is the probability that a randomly chosen employed person is a male?
D) what is the probability that a randomly chosen employed person is a female manager?
E) what is the probability that a randomly chosen employed female is not a manager?

NOTE: I think the an

Question

Choose an employee person at random. Let A be the event that the person is a female and B be the event that the person holds a managerial position. Data from the US department of labor suggests that P(A)= 0.47 and P(B|A)= 0.34 

A) explain what P(A)= 0.47 means in context
B) explain what P(B|A)= 0.34 means in context 
C) what is the probability that a randomly chosen employed person is a male? 
D) what is the probability that a randomly chosen employed person is a female manager? 
E) what is the probability that a randomly chosen employed female is not a manager? 

NOTE: I think the an

anonymous · Answer

D is the right answer i believe

anonymous · Answer

what do you mean

anonymous · Answer

A. This means that the female population is 47% That also means that Population of men is 53%
B. probability of a female manager is 34%
C. 53% of the population is male
D. 34% is female manager 
E. 66% chance the female is not a manager.