T Triage Member Joined May 30, 2012 Messages 245 Gender Undisclosed HSC N/A May 16, 2013 #1 Not too sure. Can somebody please explain the reverse chain rule.
asianese Σ Joined Sep 20, 2010 Messages 2,225 Gender Undisclosed HSC 2012 May 16, 2013 #2 http://sydney.edu.au/stuserv/documents/maths_learning_centre/chainrulereverse.pdf provides a good explanation.
http://sydney.edu.au/stuserv/documents/maths_learning_centre/chainrulereverse.pdf provides a good explanation.
T Triage Member Joined May 30, 2012 Messages 245 Gender Undisclosed HSC N/A May 16, 2013 #3 I looked at that before and I couldn't follow it easily. I'm just getting confused with the use of the notation (dy/dx du/dx etc.)
I looked at that before and I couldn't follow it easily. I'm just getting confused with the use of the notation (dy/dx du/dx etc.)
T Triage Member Joined May 30, 2012 Messages 245 Gender Undisclosed HSC N/A May 16, 2013 #4 Maybe example Integral of 10x(5x^2 + 3) dx
Combo beast Joined Sep 8, 2010 Messages 61 Gender Male HSC 2013 May 17, 2013 #5 i don't think you can use it without showing some working in 3u (showing d/dx in the integral), but i know it can be used without any working in 4u. integral of 10x(5x^2+3)dx = integral of d/dx(5x^2+3)*(5x^2+3)dx = [(5x^2+3)^2]/2 + C
i don't think you can use it without showing some working in 3u (showing d/dx in the integral), but i know it can be used without any working in 4u. integral of 10x(5x^2+3)dx = integral of d/dx(5x^2+3)*(5x^2+3)dx = [(5x^2+3)^2]/2 + C
T Triage Member Joined May 30, 2012 Messages 245 Gender Undisclosed HSC N/A May 18, 2013 #6 I learnt how to do it a couple of nights ago by rote. But thankyou very much itrungs, something you said just made it click and make actual sense to me.
I learnt how to do it a couple of nights ago by rote. But thankyou very much itrungs, something you said just made it click and make actual sense to me.