JAMB 1994 · UME · Q50

In a survey, 20 students read newspapers and 35 read novels. If 40 of the students read either newspapers or novels, what is the probability of the students who read both newspapers and novels?

Worked solution (try it first)
  1. Those counted in both groups are counted twice, so both =20+35−40=15= 20 + 35 - 40 = 15.
  2. The total number of students is the 40 who read either.
  3. So the probability is 1540=38\frac{15}{40} = \frac38, option C.

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