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
Question
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
Solution
To solve this problem, we first need to understand that the total number of students who play either football or cricket or both is 120.
Out of these, the number of students who play football is 80. This includes those who play both football and cricket, which is 40 students.
So, the number of students who play only football is 80 (total football players) - 40 (those who also play cricket) = 40 students.
Now, we know that the total number of students is 120. So, the number of students who play only cricket is 120 (total students) - 40 (those who play only football) - 40 (those who play both) = 40 students.
So, the number of students who play only cricket is 40.
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