Of course. Let's break this down together. This is a classic type of reasoning question, and mastering the step-by-step approach will make you unstoppable on your exam. Step 1: Interpret the Question in My Own Words The question is giving me comparisons between the heights of three people: A, B, and C. It states two simple facts: A is taller than B, and B is taller than C. My ultimate goal is to figure out who is the tallest among them. Step 2: Identify the Underlying Reasoning Category This falls squarely into the category of Comparative Deduction & Transitive Relationships. The core skill being tested is my ability to take two separate pieces of information and combine them logically to form a single, conclusive chain of reasoning. The "transitive property" (if A > B and B > C, then A > C) is the hidden engine here. Step 3: The Step-by-Step Breakdown Let's walk through this methodically. Imagine we're lining these three people up by height. Step 3.1: Lay Out the Given Information Clearly · Fact 1: A is taller than B. · In my mind, I can visualize this as: A → B (where the arrow means "is taller than"). · Fact 2: B is taller than C. · Visually, this is: B → C Step 3.2: Link the Facts to Form a Chain Now, I have two separate links. The key is to connect them. If A is taller than B, and that same B is taller than C, then it logically follows that A must also be taller than C. I can now combine the two facts into a single, unbroken sequence: A → B → C This chain is the complete picture. It represents the height order from tallest to shortest. Step 3.3: Identify the Hidden Clue and Eliminate Possibilities The hidden clue was the connection between A and C. The question never explicitly said "A is taller than C," but by using the transitive property, we deduced it. This allows us to eliminate any other possibility. · Could B be the tallest? No, because Fact 1 explicitly states A is taller than B. · Could C be the tallest? Absolutely not. In our chain, both A and B are taller than C. C is the shortest link. Step 3.4: Arrive at the Final, Unambiguous Conclusion Reading our final chain, A → B → C, it is clear that A is at the beginning of the sequence. Therefore, A is taller than both B and C. Final Reasoning and Answer By combining the given statements—A > B and B > C—we logically deduce that A > C. This establishes a clear height order: A is the tallest, followed by B, and then C. Therefore, A is the tallest.