The expression you provided is:

\[
\frac{X}{(x+2)^2}
\]

This is a rational function with \(X\) in the numerator and \((x+2)^2\) in the denominator. Depending on what you'd like to do with this expression (e.g., differentiation, integration, solving, simplifying, etc.), different approaches will be applied.

Could you clarify what you'd like to do with this expression?

Here are 5 relative questions you could explore:

1. Do you want to differentiate this function with respect to \(x\)?
2. Would you like to integrate this function with respect to \(x\)?
3. Are you solving for \(X\) or \(x\) in this equation?
4. Do you need to find the asymptotes or other properties of the rational function?
5. Do you want to expand or simplify the denominator?

**Tip:** When differentiating a rational function, consider using the quotient rule or rewriting the denominator to make calculations simpler.

Explore the rational function X/(x+2)^2 and learn how to differentiate, integrate, and analyze its properties. This solution covers key algebraic concepts like the quotient rule, asymptotes, and rational function behavior. Suitable for Grades 11-12 or college students.

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