J, K, L, M, N and O are six colleagues working in an NGO. J earns more than L but less than M. K earns more than J but less than N. N earns less than O but more than M. K earns less than M. Who among the six earns the most?
O
This question asks us to determine which of the six colleagues in an NGO earns the most based on a series of comparative statements about their earnings. We need to carefully analyze each statement and combine them to establish the relative earning order of J, K, L, M, N, and O.
Let's represent "earns more than" with the symbol > and "earns less than" with <.
Now, let's combine these individual relationships to form a clearer picture of the earning hierarchy among the NGO colleagues.
Putting it all together, the complete order of earnings from highest to lowest is:
O > N > M > K > J > L
From the synthesized earning order O > N > M > K > J > L, it is clear that O earns more than everyone else in the group of six NGO colleagues.
| Colleague | Relative Earning Position |
|---|---|
| O | Highest earner |
| N | Earns less than O, more than M |
| M | Earns less than N, more than K and J |
| K | Earns less than M and N, more than J |
| J | Earns less than K, M, and N, more than L |
| L | Lowest earner |
Therefore, the colleague who earns the most is O.
Understanding the logic of comparisons is key. Let's summarize the deductions:
Earning comparison questions are a type of logic puzzle that involves ranking or ordering individuals or items based on given comparative statements. These puzzles test your ability to synthesize multiple pieces of information to determine a complete or partial order.
Key strategies for solving such puzzles include:
Practice with different types of comparison statements (e.g., "not more than", "at least", "as much as") helps in mastering these puzzles.
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