Bachelier
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I need to check my results on this integration
find dy/dx if y=x^y
I find: dy/dx= y^2/[x(1-yln(x))]
find dy/dx if y=x^y
I find: dy/dx= y^2/[x(1-yln(x))]
The problem involves finding the derivative dy/dx for the equation y = x^y, which falls under the subject area of differentiation and implicit functions.
The discussion includes confirmations of the original poster's result, as well as a challenge regarding the correctness of a sign in the denominator. There is no explicit consensus on this point, indicating ongoing exploration of the problem.
Participants are engaged in checking results and clarifying details, which suggests a focus on accuracy and understanding of the differentiation process.