The expression \( 8A + 65 \) is already simplified. If you are looking to solve for \( A \), you'll need more information, such as an equation where this expression is set equal to something else.

Do you want to:
- Solve for \( A \) if an equation is provided?
- Further simplify or rearrange this expression in some way?

Here are 5 related questions:
1. What if \( 8A + 65 = 100 \), how would you solve for \( A \)?
2. Can this expression be factored further?
3. What happens if you substitute a value for \( A \)?
4. What would \( 8A + 65 \) equal if \( A = 2 \)?
5. How do you graph this expression?

**Tip**: When solving linear equations, try isolating the variable by moving constants to the other side of the equation.

Learn how to approach linear expressions like 8A + 65. Explore key algebraic concepts such as simplifying expressions, solving for variables, and understanding linear equations. This example provides a foundational understanding suitable for students in Grades 6-8.

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