RRB ALP CBT I 17 Feb 2026 Shift 2 Paper

Concept:To decide who is the oldest, we need a complete comparison chain covering all four people.Explanation:From Statement I: Bhavesh is older than Amit but younger than Dhiraj.This gives $\text{Dhiraj} > \text{Bhavesh} > \text{Amit}$.Chandan is not compared, so Statement I alone is not sufficient.From Statement II: Chandan is younger than Dhiraj but older than Amit.This gives $\text{Dhiraj} > \text{Chandan} > \text{Amit}$.Bhavesh is not compared, so Statement II alone is not sufficient.Combining both statements, we get $\text{Dhiraj} > \text{Bhavesh} > \text{Amit}$ and $\text{Dhiraj} > \text{Chandan} > \text{Amit}$.Thus, Dhiraj is older than Bhavesh, Chandan, and Amit.So the oldest person is clearly Dhiraj.Therefore, both statements together are sufficient to answer the question.Answer:Option B: Data in both statements I and II together (and not statement I alone or statement II alone) are sufficient to answer the question.