It looks like you're presenting two separate expressions:

1. \( 6m - 4 \)
2. \( 6m - 8 \)

Would you like to simplify or solve them, or do you need help with a specific operation involving these expressions? 

Let me know if you'd like further details or have any specific questions.

Here are five relative questions to expand your understanding:
1. How would you factor out the common terms in both expressions?
2. What is the result if you set both expressions equal to each other and solve for \( m \)?
3. Can you combine these two expressions by addition or subtraction?
4. What happens if you substitute a specific value for \( m \) in both expressions?
5. How do these expressions change if you multiply or divide by a constant?

**Tip**: When simplifying algebraic expressions, always look for common factors or terms that can be combined!

Explore how to simplify and factor the algebraic expressions 6m - 4 and 6m - 8. This guide includes factoring common terms, solving for variables, and applying basic algebraic principles. Ideal for students in Grades 6-8.

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