Solving the Town Location Puzzle

This question asks us to determine which town is the farthest west based on the given information about their relative positions.

Let's break down each statement and represent the relationships between the towns. We will use the symbol '<' to mean 'is to the west of' or equivalently, '>' to mean 'is to the east of'.

• "The town of Akram is to the west of Paranda."
  This can be written as: Akram < Paranda.
• "Tokhada is to the east of Akram but to the west of Paranda."
  This means Tokhada is between Akram and Paranda. We can write this as: Akram < Tokhada and Tokhada < Paranda.
  Combining the first statement, we have: Akram < Tokhada < Paranda.
• "Kokran is east of Bopri but west of Tokhada and Akram."
  This gives us two parts:
  • Kokran is east of Bopri: Bopri < Kokran.
  • Kokran is west of Tokhada: Kokran < Tokhada.
  • Kokran is west of Akram: Kokran < Akram.

Now, let's combine all the relationships we have:

1. Akram < Tokhada < Paranda
2. Bopri < Kokran
3. Kokran < Tokhada
4. Kokran < Akram

We want to find the town farthest west. This means we are looking for the town that is to the west of all other towns.

From relationship 4 (Kokran < Akram), we know Kokran is west of Akram.

From relationship 1 (Akram < Tokhada < Paranda), we know Akram is west of Tokhada and Paranda.

Since Kokran is west of Akram, and Akram is west of Tokhada and Paranda, Kokran must also be west of Tokhada and Paranda. (Kokran < Akram < Tokhada < Paranda).

Now let's consider Bopri. From relationship 2 (Bopri < Kokran), we know Bopri is west of Kokran.

Putting it all together, we have found the order from west to east:

Bopri < Kokran < Akram < Tokhada < Paranda

Therefore, the town that is the farthest west is Bopri.

Combining these relationships logically:
Kokran is west of Akram (Kokran < Akram).
Akram is west of Tokhada (Akram < Tokhada).
Tokhada is west of Paranda (Tokhada < Paranda).
So, Kokran < Akram < Tokhada < Paranda.
Bopri is west of Kokran (Bopri < Kokran).
Adding Bopri to the beginning of the sequence gives: Bopri < Kokran < Akram < Tokhada < Paranda.

The town at the leftmost side of this ordered sequence is Bopri.

Revision Table: Checking Town Positions

Based on the step-by-step analysis and the final ordering, Bopri is the town farthest to the west.

Additional Information: Understanding Relative Location Problems

Relative location problems are common types of spatial reasoning questions. They require you to understand directional terms like 'north', 'south', 'east', and 'west', and piece together multiple clues to determine the final arrangement or position of items.

Key strategies for solving such problems include:

• Drawing a diagram or map to visualize the relationships.
• Using symbols (<, >, =, etc.) to represent directional relationships on a single line (for east/west or north/south).
• Breaking down complex sentences into simpler relationship statements.
• Combining statements logically to build a complete picture.
• Identifying the extreme points (farthest east, farthest west, etc.) once the order is established.

In this specific problem, we focused only on the east-west dimension. Other problems might involve north-south or even positions relative to landmarks like the Green lake mentioned for Paranda (though the lake wasn't needed to solve the relative east-west positions). The key is to isolate the relevant directional information and build the sequence step-by-step.