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標題:

1975 CE probability

發問:

In a group of 140 students , 70 are taking mathematics , 50 are taking physics and 30 are taking both subjects .(i) How many students are taking neither mathematics nor physics?(ii) How many students are taking either mathematics or physics but not both?(iii) If a student is picked at random, what is the... 顯示更多 In a group of 140 students , 70 are taking mathematics , 50 are taking physics and 30 are taking both subjects . (i) How many students are taking neither mathematics nor physics? (ii) How many students are taking either mathematics or physics but not both? (iii) If a student is picked at random, what is the probability that he is taking physics but not mathematics? (iv) If, among the students not taking physics, a student is picked at random, what is the probability that he is taking mathematics? thanks a lot for your help~

最佳解答:

i)140-70-50+30 =50 students ii)70-30+50-30 =60 students iii)(50-30)/140 =1/7 iv)(70-30)/(140-50) =4/9

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