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It seems the equation has no solution, which implies it's an inconsistent equation, meaning no value of \( x \) satisfies both sides. 

Would you like further clarification or a step-by-step explanation? 

Here are some related questions to explore:

1. What does it mean when an equation has no solution?
2. How can we check for consistency in equations?
3. Can two linear expressions always be equal?
4. How do we graphically interpret no solution for linear equations?
5. Are there systems of equations with infinite solutions?

**Tip:** Inconsistent equations often arise when simplifying both sides leads to a contradiction, like \( 0 = 1 \).

Learn how to solve the linear equation -(-4x + 5) = 4x - 6, leading to a contradiction, which indicates that the equation has no solution. Understand key concepts like the distributive property and identifying inconsistent equations. Suitable for Grades 8-10.

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