In a colony of 50 members, 34 like cricket, 26 like football and 16 like hockey. It is known that at least one member likes only football, only cricket and only hockey. Similarly, at least one member likes only cricket and football but not hockey, both cricket and hockey but not football, both football and hockey but not cricket. Further, at least one member likes all the three games. Each member likes atleast one sport.
Q5. What can the maximum number of members who like exactly two games?
Q6.
What can be the maximum number of members who like all the three games?
Q7. What can be the maximum
members who like
sum
of the number of members who like cricket and hockey only and number of football and hockey only?