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Question

A question is followed by two statements numbered (I) and (II). You have to decide whether the data provided in the statements are sufficient to answer the question. Read both the statements and decide the appropriate answer.

Q. Four runners - Ravi, Sahil, Tarun, and Uday - run at different speeds.
Who is the fastest?
(I) Tarun runs faster than Ravi but slower than Sahil.
(II) Uday runs slower than Sahil but faster than Tarun.

This question was previously asked in
RRB ALP 2025 CBT 2 Wiremen Question Paper (28-Jul-2026) (Shift 2)
The correct answer is
Data in both statements I and II together (and not statement I alone or statement II alone) are sufficient to answer the question

Analyzing Runner Speeds Using Data Sufficiency

The question asks to identify the fastest runner among Ravi, Sahil, Tarun, and Uday, given that they all run at different speeds.

Evaluating Statement (I)

Statement (I) provides the following information:

  • Tarun runs faster than Ravi (\(T > R\)).
  • Tarun runs slower than Sahil (\(S > T\)).

Combining these, we get the order: \(S > T > R\). This tells us Sahil is faster than Tarun, and Tarun is faster than Ravi. However, Uday's position relative to Sahil is unknown. Uday could potentially be faster than Sahil. Therefore, Statement (I) alone is insufficient.

Evaluating Statement (II)

Statement (II) provides the following information:

  • Uday runs slower than Sahil (\(S > U\)).
  • Uday runs faster than Tarun (\(U > T\)).

Combining these, we get the order: \(S > U > T\). This tells us Sahil is faster than Uday, and Uday is faster than Tarun. However, Ravi's position relative to Sahil is unknown. Ravi could potentially be faster than Sahil. Therefore, Statement (II) alone is insufficient.

Evaluating Statements (I) and (II) Together

Combining the information from both statements:

  • From Statement (I): \(S > T > R\)
  • From Statement (II): \(S > U > T\)

Synthesizing these inequalities:

  • We know \(S > U\) (from II).
  • We know \(U > T\) (from II).
  • We know \(T > R\) (from I).

Combining all parts gives the complete order: \(S > U > T > R\).

This combined order clearly shows that Sahil (\(S\)) is the fastest runner among the four.

Therefore, data in both statements I and II together are sufficient to answer the question.

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