The expression you provided seems to be missing a multiplication symbol between \(x\) and \(1/x\). If the expression is \( \frac{x \cdot 1}{x} \), it simplifies directly to \(1\), and its derivative is \(0\).

However, if you intended to write the expression as \( \frac{x}{x} \), it also simplifies to \(1\), and the derivative is again \(0\).

But if your intention was to differentiate a function like \( \frac{x_1}{x} \), where \(x_1\) represents a variable or a constant, please clarify.

Would you like to clarify the expression or proceed with more details? 

Here are some related questions:

1. What is the derivative of \( \frac{1}{x} \)?
2. How do you differentiate the function \( x \cdot f(x) \)?
3. What is the derivative of \( \frac{x^2}{x} \)?
4. How do you apply the quotient rule for derivatives?
5. What is the derivative of a constant divided by a variable?

**Tip:** Always check for possible simplifications in an expression before differentiating.

Explore how to find the derivative of the expression x1/x. Learn about differentiation rules for fractions and algebraic simplification techniques. Suitable for advanced high school students and above.

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