The expression you provided is $\frac{e^x}{x+1}$. Would you like to solve this expression, differentiate it, or analyze it further? Let me know what you want to do with it.

For example:

• We can find its derivative using the quotient rule.
• We can explore its behavior as $x$ approaches certain limits.

Let me know what you're aiming for!

Here are five related questions that may help:

1. Would you like to simplify or expand on this function?
2. Do you want to compute the derivative of $\frac{e^x}{x+1}$?
3. Would you like to analyze the limits of this function as $x \to \infty$ or $x \to -\infty$?
4. Do you want to integrate this expression?
5. Would you like a graphical plot of the function to understand its behavior?

Tip: When dealing with exponential functions in calculus, it's helpful to know the basic rules for derivatives and integrals involving $e^x$, as these can often simplify complex problems.