Maths-
General
Easy
Question
An investigator interviewed 100 students to determine the performance of three drinks milk, coffee and tea. The investigator reported that 10 students take all three drinks milk, coffee and tea; 20 students take milk and coffee, 30 students take coffee and tea, 25 students take mile and tea, 12 students take milk only, 5 students take coffee only and 8 students take tea only. Then, the number of students who did not take any of the three drinks, is
- 10
- 20
- 25
- 30
The correct answer is: 20
Total drinks=3(, milk, coffee, tea).
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)
Total number of students who take any of the drink is 80.
The number of students who did not take any of three drinks ![equals 100 minus 80 equals 20](data:image/png;base64,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)
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