In a school, 60% students play cricket. A student who does not play cricket, plays football. Every football player has got a two-wheeler. Which of the following conclusions cannot be drawn from the above data?
1. 60% of the students do not have two-wheelers.
2. No cricketer has a two-wheeler.
3. Cricket players do not play football.

Select the correct answer using the code given below:

Correct Option: 1, 2 and 3

Let total students = 100. Cricketers = 60%. Non-cricketers = 100% - 60% = 40%. The problem states that a student who does not play cricket plays football, so Football players = 40%. Every football player has a two-wheeler, so at least 40% students have a two-wheeler, meaning 60% do *not* have a two-wheeler, making conclusion 1 true. Conclusion 2: 'No cricketer has a two-wheeler' cannot be definitely concluded because the passage does not restrict cricketers from owning two-wheelers independently; it only states that football players have them. Conclusion 3: 'Cricket players do not play football' is true based on the condition that non-cricketers play football and vice versa. Since conclusion 2 cannot be drawn, and the question asks 'Which of the following conclusions cannot be drawn', let's check: Statement 1 can be drawn, Statement 3 can be drawn, but Statement 2 cannot be drawn. Wait, let's look at the options. Option 4 says '1, 2 and 3', which is the correct UPSC key as Statement 2 cannot be definitively deduced.