Question

From 60 players, playing cricket, football and hockey, each player has to play at least one

game. 45 played cricket, 30 played football and 40 played hockey. Atmost 27 played

cricket and football, atmost 32 played football and hockey and atmost 25 played cricket

and hockey. Find maximum number of players that could have played all three games.​

Answer 1

Answer:

In a class of 60 students, 45 play cricket, 30 play football, 5 don’t play. How many students play both games?

Step-by-step explanation:

It should be Total no of students in the class = no of students who play cricket+ no of students who play football + no of students who don't play - no of students who play both (X).

That way , it should be 60= 45+30+5-X

So, X should be 80–60 which is 20

Answer 2

Answer:

total 60

45 play cricket

30 play football

40 play hockey