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Puzzle Based on height Comparison with Variable (Tallest to Shortest) Video Lecture - Government Jobs

FAQs on Puzzle Based on height Comparison with Variable (Tallest to Shortest) Video Lecture - Government Jobs

1. How can I solve a puzzle based on height comparison with variables?

Ans. To solve a puzzle based on height comparison with variables, start by arranging the given information in a systematic manner. Assign variables to each person's height and use the given clues to form equations or inequalities. Then, solve the equations to find the heights of each person. Repeat this process for any additional clues until you have determined the tallest to shortest order of the individuals.

2. What is the importance of using variables in height comparison puzzles?

Ans. Variables are essential in height comparison puzzles as they allow us to represent the unknown heights of individuals. By assigning variables, we can create equations or inequalities based on the given clues and solve them to determine the exact heights. Variables provide a flexible and systematic approach to solving such puzzles.

3. Can you explain the steps to solve a height comparison puzzle with an example?

Ans. Certainly! Let's consider an example: A, B, C, D, and E are five friends. From the given clues, we know that A is taller than B, but shorter than C. D is shorter than E, who is not the tallest. By assigning variables to their heights, we can form equations or inequalities (e.g., A > B, A < C, D < E). Solving these equations, we can determine the order of heights, such as E > C > A > B > D.

4. Are there any specific strategies or techniques to excel in height comparison puzzles?

Ans. Yes, there are several strategies you can employ to excel in height comparison puzzles. Firstly, carefully read and understand all the given clues. Create a systematic chart or diagram to organize the information and visually represent the relationships between the individuals. Assign variables to represent the heights and use the clues to form equations or inequalities. Solve the equations step by step and eliminate possibilities to narrow down the order of heights. Practice regularly to improve your logical reasoning and pattern recognition skills.

5. Can height comparison puzzles be solved without using variables?

Ans. While it is possible to solve some height comparison puzzles without using variables, employing variables makes the process more systematic and organized. Variables allow us to create equations or inequalities based on the given clues, which simplifies the problem-solving process. Without variables, it may become challenging to represent and manipulate the unknown heights accurately. Hence, using variables is highly recommended to approach height comparison puzzles effectively.

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Oct 17, 2025 Last updated

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