The discussion revolves around finding the partial derivatives of a function involving the exponential function, specifically the expression z=(e^(x+y))/(e^x+e^y). Participants are exploring their understanding of partial derivatives in the context of functions that include the exponential function.
Some participants have provided guidance on the differentiation process, while others are still grappling with the concepts. There is an acknowledgment of misunderstandings in the initial posts, and attempts to clarify the problem have been made, but no consensus has been reached on the correct approach.
Participants are working under the constraints of homework rules, which may limit the amount of direct assistance they can receive. There is an emphasis on understanding the process rather than simply obtaining the correct answer.
I don't understand what you are asking. You ask about finding the derivative but then give the derivative. Are asking for the partial derivatives of ex+y and 1/(ex+ ey or are you saying these are the derivatives and you want to find z?nicolette2413 said:
It is always a good idea to state the entire problem!nicolette2413 said:
The derivative of exey with respect to x is just exey again and I think you have that in your answer. But the derivative of ex+ ey is just ex because ey is a constant with respect to x and its derivative is 0.
