Suptisree BiswasKnowledge Contributor
In a class of 50 students, 15 do not participate in any games and the rest play at least one of two games Hockey or Kabaddi. 25 play Hockey and 20 play Kabaddi. Find the number of students who play both.
In a class of 50 students, 15 do not participate in any games and the rest play at least one of two games Hockey or Kabaddi. 25 play Hockey and 20 play Kabaddi. Find the number of students who play both.
a + b + c = 50 – 15 = 35
a + b = 25
b + c = 20
Therefore, a + b + b + c = 45
=> a + 2b + c = 45
Therefore, b = (a + 2b + c) – ( a + b +c)
= 45 – 35
= 10
Answer: The number of students who play both is 10.