Refer to the following Venn diagram: In a class of 250 students 120 students play Foot Ball, 110 play Cricket and 130 Play Tennis. 45 students play both foot ball and Cricket, 65 play both Cricket and Tennis and 55 play both Foot ball and tennis. 35 students play foot ball, cricket and Tennis.How many students play exactly two of the 3 games?Options3020805060

In a school, 20% of the students play Chess and Cricket, 39 % of the students play exactly two games among Chess, Cricket and Rugby. 53% of the students play Rugby and 58% of the students do not play Chess, 45% of students play cricket. 15% of the students play none of the three games and 40 students play all the games . How many students play exactly one game?Choices:- 170 180 210 190

In a school, there are 120 students who play either football or cricket or both. If the number of students who play football is 80, and 40 students play both football and cricket, how many students play only cricket? Options 20 40 30 50

In a class of 35 students, 24 like to play cricket and 16 like to play football. Also, each student like to play at least one of the two games. How many students like to play both cricket and football?

In a school, 20 students play cricket, 30 play basketball and 50 play hockey. If the number of students who play exactly one game is 30 and the number of students who play exactly two games is 20, find the number of students who play all the three games.151016Cannot be determined

In a class of 50 students, each one plays either tennis or badminton orboth. 30 of the students play tennis and 32 play badminton.i. How many play both the game ?ii. How many play only tennis ?iii. How many play only badminton ?