Let time magazine be represented by T
Let Newsweek be represented by N
Let US News be represented by U
We need to apply the Venn Diagram to arrive at the answers
n(T) = 125
n(N) = 175
n(U) = 100
n(T intersection N) = 75 (people reading Times and Newsweek)
n(N intersection U) = 60 (people reading Newsweek and US News)
n(T intersection U) = 55 (people reading Times and US News)
n(T intersection N intersection U) = 25 (people reading all three)
Based on the above data, we draw the venn diagram as below
Since number of people reading all three is 25 and n(T intersection N) = 75, then 75-25 = 50. Number of people reading times and newsweek only is 50.
Since number of people reading all three is 25 and n(N intersection U) = 60, then 60-25 = 35. Number of people reading newsweek and US News only is 35.
Since number of people reading all three is 25 and n(T intersection U) = 55, then 55-25 = 35. Number of people reading Time and US News only is 30.
The total number of people surveyed is 250. The people who have read either of the three magazines is a sum of all the above i.e 20+50+65+30+25+35+10 = 235. Hence the number of people who have read neither of the three news is 250-235 = 15.
Based on these numbers, the above venn diagram is drawn. With the above diagram, the answer become very easy.
Ans : i.e n(T) exclusively. From the above diagram, it is clear that 20 people read Time magazine only.
Ans : From the above diagram, it is clear that 20+50+65 i.e 135 people had read either of Time or Newsweek and not US News.
Ans : As explained above 250 people were surveyed, and 235 (Sum of all numbers) have had either of the three choices. Hence 250-235 i.e 15 people had not read any of these magazines.
in a survey of 250 people, it was found that 125 had read Time magazine, 175...
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