Your expression is \( g(a) + 9 \). To provide a more detailed solution or evaluation, I need to know what the function \( g(a) \) represents or how it's defined.

Could you provide the definition of \( g(a) \)? For example, is it a specific formula or equation?

Would you like details or have any questions? Here are 5 related questions that expand on this concept:

1. How do you define the function \( g(a) \)?
2. Are there any specific operations or transformations applied to \( g(a) \)?
3. What are the domain and range of \( g(a) \)?
4. Can \( g(a) \) be represented graphically in a particular context?
5. Would you like to explore examples of function transformations?

**Tip**: When adding constants to a function, it typically results in a vertical shift of the graph if the function is visualized.

Explore the transformation of the function g(a) with the addition of a constant. Learn how adding 9 to g(a) results in a vertical shift of the function's graph. This topic covers key concepts in functions and is suitable for students in Grades 9-12.

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