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Question

The number of students who like neither tennis nor hockey is $25$ .

A

True

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B

False

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Solution

The correct option is A True

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Q. In a class of 60 students, 25 students play cricket and 20 students play tennis and 10 students play both the games. Then the number of students who play neither is
(a) 0
(b) 25
(c) 35
(d) 45

Q. The number of students who like neither tennis nor hockey is _____.

Q. Following are the choices of games of 40 students of Class VI:

Football, cricket, football, kho-kho, hockey, cricket, hockey, kho-kho, tennis, tennis, cricket, football, football, hockey, kho-kho, football, cricket, tennis, football, hockey, kho-kho, football, cricket, cricket, football, hockey, kho-kho, tennis, football, hockey, cricket, football, hockey, cricket, football, kho-kho, football, cricket, hockey, football.

(a) Arrange the choice of game in a table using tally marks.
(b) Which game is liked by most of the students?
(c) Which game is liked by inimum number of the students?

Q. In a class of 60 students, 30 like cricket, 20 like football, and 10 like tennis. The number of students who like only tennis and cricket is twice that of those who like all the three sports.

The number of students who like only tennis is twice that of those who like only tennis and cricket.

If at least one student likes all the three sports, then how many students like only tennis and football?

Q. In a group of 200 students, 20 played cricket only, 36 played tennis only, 40 played hockey only, eight played cricket and tennis, 20 played cricket and hockey, 28 played hockey and tennis and 80 played hockey. By drawing a Venn diagram, find the number of students who (i) played cricket (ii) played tennis (iii) did not play any of the above three games 2

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