Chain rule of the second-order partial derivative
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- Опубліковано 25 жов 2024
- Step by step explanation of how to take the second order partial derivative of a function of u(xi; eta), where xi = xi(x,y) and eta=(x,y).
Feedback and corrections are welcomed.
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The tree diagram is a helpful and simple way of doing more than one iteration of the chain rule. Thank you for that! The final expression is also very neat.
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Thank you so much after 2 days of continuously searching this topic. I didn't get the way other were teaching. Really love the way you are teaching . Thank You so much. Now i got the complex Chain rule for partial derivatives
Thank you so much. I was banging my head against the wall trying to figure out the polar form of LaPlace's equation. The problem was I forgot how to do partial derivatives that require both product and chain rules!
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