For number 2 are u sure... The x-2 is both a numerator

It seems like you're referring to a specific problem, but the details aren't fully clear. Could you provide the entire equation or expression you're asking about? Specifically, it seems you're asking whether \( x - 2 \) is in both the numerator of a fraction, but I'd need to see the whole problem to clarify.

Feel free to share a bit more context or upload a photo of the problem, and I'll help you with the solution! 

### Follow-up questions to clarify:
1. Is this part of a larger equation or a rational expression?
2. Are there any other fractions or terms involving \( x \)?
3. Are you simplifying an expression or solving for \( x \)?
4. Is \( x - 2 \) repeated in both numerators, or is it factored differently?
5. Does the problem involve factoring, multiplying, or dividing?

**Tip**: When working with rational expressions, always look for common factors in the numerator and denominator to simplify the expression!

Learn how to simplify rational expressions involving x - 2 with a clear and concise solution. This problem focuses on algebraic concepts like factoring and simplifying fractions, suitable for students in Grades 8-10.

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