D denisa New member Joined Oct 6, 2011 Messages 9 Oct 27, 2011 #1 Hello, I stack on one problem, please give me a hint, Thank you! find ∂f/∂x and ∂f/∂y (partial derivatives) f(x,y)=lny^x I got this ln(y) and x/y Did i do it right? Thank you again, for your time and help!!!! Last edited: Oct 28, 2011
Hello, I stack on one problem, please give me a hint, Thank you! find ∂f/∂x and ∂f/∂y (partial derivatives) f(x,y)=lny^x I got this ln(y) and x/y Did i do it right? Thank you again, for your time and help!!!!
tkhunny Moderator Staff member Joined Apr 12, 2005 Messages 11,325 Oct 28, 2011 #2 Since you wrote "df/dx" twice, it's really very confusing what is wanted. I presume you used logarithm properties to create f(x,y) = x*log(y)? If x and y are independent, then you have it. If y = h(x) or x = g(y), then it's another story.
Since you wrote "df/dx" twice, it's really very confusing what is wanted. I presume you used logarithm properties to create f(x,y) = x*log(y)? If x and y are independent, then you have it. If y = h(x) or x = g(y), then it's another story.
D denisa New member Joined Oct 6, 2011 Messages 9 Oct 28, 2011 #3 I am sorry, i fixed. It ∂f/∂x and ∂f/∂y
tkhunny Moderator Staff member Joined Apr 12, 2005 Messages 11,325 Oct 28, 2011 #4 Oh, well, in that case: I presume you used logarithm properties to create f(x,y) = x*log(y)? If x and y are independent, then you have it. If y = h(x) or x = g(y), then it's another story.
Oh, well, in that case: I presume you used logarithm properties to create f(x,y) = x*log(y)? If x and y are independent, then you have it. If y = h(x) or x = g(y), then it's another story.