The equation in the image appears to be:

$y = x^2 \ln(x^3 + 1) + 1$

Would you like to analyze this equation further, such as finding its derivative, evaluating it for specific values of $x$, or exploring other properties? Let me know!

Suggested Questions:

1. Would you like me to calculate the derivative $\frac{dy}{dx}$ of this equation?
2. Should I evaluate the equation for specific values of $x$?
3. Do you want an explanation of how logarithmic differentiation works here?
4. Would you like me to find the second derivative for a deeper analysis of its concavity?
5. Should I help sketch the graph of this function?

Tip:

When working with natural logarithmic functions, always ensure that the argument inside the logarithm (e.g., $x^3 + 1$) is positive to avoid undefined values.