Analyzing Cycling Competition Results

The question asks us to determine the winner of a cycling competition based on the relative finishing positions of five students: Robert, Monish, Gunjan, Anil, and Sunil. To find the winner, we need to establish the complete finishing order from the given clues.

Breaking Down the Clues for Cycling Order

Let's represent the finishing order using the concept of 'finished before' or 'was faster than'. We can use the symbol '>' to denote 'finished before'.

• Clue 1: Robert finished before Monish.
• This can be written as: $\text{Robert} > \text{Monish}$

• Clue 2: Robert finished behind Gunjan.
• This means Gunjan finished before Robert.
• This can be written as: $\text{Gunjan} > \text{Robert}$

• Clue 3: Anil finished before Sunil.
• This can be written as: $\text{Anil} > \text{Sunil}$

• Clue 4: Anil finished behind Monish.
• This means Monish finished before Anil.
• This can be written as: $\text{Monish} > \text{Anil}$

Establishing the Complete Finishing Order

Now, let's combine these relationships to determine the sequence from the first finisher (the winner) to the last.

We have the following relationships:

1. $\text{Gunjan} > \text{Robert}$
2. $\text{Robert} > \text{Monish}$
3. $\text{Monish} > \text{Anil}$
4. $\text{Anil} > \text{Sunil}$

Let's link these together:

• From (1) and (2): $\text{Gunjan} > \text{Robert} > \text{Monish}$
• Now add (3): $\text{Gunjan} > \text{Robert} > \text{Monish} > \text{Anil}$
• Finally, add (4): $\text{Gunjan} > \text{Robert} > \text{Monish} > \text{Anil} > \text{Sunil}$

This sequence gives us the finishing order from first place to last place.

Identifying the Cycling Competition Winner

The sequence we derived is:

Gunjan $\rightarrow$ Robert $\rightarrow$ Monish $\rightarrow$ Anil $\rightarrow$ Sunil

The student who finished first in the competition is the one at the beginning of this sequence.

Therefore, Gunjan won the cycling competition.

Summary of Cycling Race Results

Based on the given information, we can list the students in the order they finished the race:

This confirms that Gunjan finished in the first position.

Revision Table: Cycling Competition Logic

Additional Information: Solving Order and Ranking Problems

Problems involving the relative order or ranking of individuals or items are common in logical reasoning. Here are some tips for solving them:

• Read each statement carefully and identify the relationship it describes (e.g., A is before B, X is taller than Y).
• Use symbols or abbreviations to represent the individuals and the relationships (like '>' for 'finished before').
• Write down each relationship as an inequality or ordered pair.
• Combine the relationships sequentially. Look for common elements between statements to link them together. For example, if you have A > B and B > C, you can combine them to get A > B > C.
• Draw a diagram or create a list to visualize the order if it helps.
• Once the complete or partial order is established, answer the specific question asked.
• Always double-check your combined order against the original statements to ensure consistency.

This type of problem tests your ability to perform logical deduction and synthesize information from multiple sources.