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It looks like you've uploaded another image of the same derivatives worksheet. Is there a specific problem you'd like help with from this sheet? Let me know the number of the problem you'd like to work on, and I can guide you through the solution.

If you'd like help with a particular type of derivative (e.g., chain rule, product rule, implicit differentiation), feel free to mention that as well!

### Here are a few specific suggestions:
1. Would you like me to solve problem **4** (which involves the chain rule)?
2. Need assistance with **problem 8** (which seems to be a product or chain rule problem)?
3. Want help on implicit differentiation, like in **problem 41**?
4. Should I walk you through how to differentiate a natural logarithmic function, such as in **problem 9** or **problem 10**?
5. Interested in **problem 21** for dealing with fractional exponents and exponentials?

Tip: In differentiation problems involving exponentials like \(e^x\), keep in mind that the derivative of \(e^u\) is \(e^u \cdot \frac{du}{dx}\), where \(u\) is a function of \(x\).

Differentiate various functions on a derivative worksheet, including examples like f(x) = 4x^5 - 5x^4, f(x) = e^x sin(x), f(x) = ln(5x^2 + 9)^3, etc.

Explore step-by-step solutions for various derivative problems, including differentiating functions with exponential, logarithmic, and trigonometric expressions. This derivative worksheet covers key calculus concepts, making it suitable for high school and college students.

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