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b) P { (A VE) | (SUJ)'} c) P (C UF) d) P {(SUR)'I(A UH) } e) The probability that the student likes Chicken or
b) P { (A VE) | (SUJ)'} c) P (C UF) d) P {(SUR)'I(A UH) } e) The probability that the student likes Chicken or Onions topping given that she/he is not a Junior.Problem # 7 ( 12.5 pts). In the following table 277 college students are classified according to their class standing and also according to their favorite pizza topping: Anchovies Chicken Onions |Hamburger |Pineapple Total (A) (C) (0) (H) (E) Freshman 12 14 15 12 10 63 (F) Sophomore 17 21 0 14 23 75 (S) Junior (J) 18 22 13 15 17 85 Senior (R) 9 13 16 7 9 54 Total 56 70 44 48 59 277 If one of these students is selected at random, find the following probabilities: a) The probability that the student likes Chicken or Hamburger topping given that the student is a junior or a senior
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