The equation provided in the image is:

$y = \frac{x^2 - 2x + 4}{x}$

Would you like me to simplify this, analyze the behavior of the function (e.g., domain, asymptotes), or solve for specific values? Let me know how I can assist further!

Here are some options:

1. Simplify $y$ by dividing the numerator by $x$.
2. Analyze the domain of the function.
3. Identify horizontal or vertical asymptotes.
4. Plot the function for a better visualization.
5. Find the roots or critical points of $y$.

Tip:

When dividing polynomials, ensure you simplify terms carefully, but always check for restrictions in the domain (e.g., $x = 0$ here).