2. (10 points - 2 points for each part) A certain college has 200 male Economics...

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2. (10 points - 2 points for each part) A certain college has 200 male Economics majors, 250 female Economics majors, 600 males total, and 1000 females total. If we chose a student at random, let E= the event that the student is an Economics major, F = the event that the student is a female, and M = the event that the student is a male a) Compute P(F), P(M), and P(E). b) Compute P(EF) and P(FE). e) Compute P(EM) and P(ME). d) Compute PM and E) and P(F and E). e) Compute P(For E) and PM or E). 2. (10 points - 2 points for each part) A certain college has 200 male Economics majors, 250 female Economics majors, 600 males total, and 1000 females total. If we chose a student at random, let E= the event that the student is an Economics major, F = the event that the student is a female, and M = the event that the student is a male a) Compute P(F), P(M), and P(E). b) Compute P(EF) and P(FE). e) Compute P(EM) and P(ME). d) Compute PM and E) and P(F and E). e) Compute P(For E) and PM or E).

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Male Female Total Economics 200 250 450 A1 Non economics 400 7... View the full answer