It seems like you're referring to a specific math problem, and you're stating that the correct answer is \( x = 18 \). Could you please share the details of the problem you're working on so I can verify and explain the solution? You can either describe it or upload a photo.

Let me know if you want more details or clarification on the solution! 

Here are five questions you might find helpful to deepen your understanding:
1. What method did you use to solve the equation that led to \( x = 18 \)?
2. Was there any simplification or factoring involved in solving for \( x \)?
3. Did you check your solution by substituting \( x = 18 \) back into the original equation?
4. What type of equation is this (e.g., linear, quadratic)?
5. Are there any additional solutions, or is \( x = 18 \) the only solution?

**Tip:** Always substitute your solution back into the original equation to confirm its accuracy.

Explore how to solve a linear equation that leads to the correct answer of x=18. This guide covers fundamental algebraic concepts and the method for solving simple linear equations. Ideal for students in Grades 6-8.

Math Problem Statement

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Math Problem Analysis

Mathematical Concepts

Formulas

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