L laser6628 New Member Joined Nov 12, 2011 Messages 24 Gender Undisclosed HSC N/A May 17, 2012 #1 Hey, I'm having trouble with this question. Help would be greatly appreciated. Integrate: (secx)^2 -1 Thanks
Hey, I'm having trouble with this question. Help would be greatly appreciated. Integrate: (secx)^2 -1 Thanks
A Alkenes Member Joined May 16, 2012 Messages 250 Gender Undisclosed HSC N/A May 17, 2012 #2 = tan x - x + c differentitaion of tan x = sec ^2 x therefore integration of sec^2 x = tan x
L laser6628 New Member Joined Nov 12, 2011 Messages 24 Gender Undisclosed HSC N/A May 17, 2012 #3 Riiiiiggghhttt. Thanks. Why would a chain rule integration of (cosx)^-2 not work?
A Alkenes Member Joined May 16, 2012 Messages 250 Gender Undisclosed HSC N/A May 17, 2012 #4 Why would you use that? Just use the fact mentioned above, make ur life easy man do u get it? laser6628 said: Riiiiiggghhttt. Thanks. Why would a chain rule integration of (cosx)^-2 not work? Click to expand...
Why would you use that? Just use the fact mentioned above, make ur life easy man do u get it? laser6628 said: Riiiiiggghhttt. Thanks. Why would a chain rule integration of (cosx)^-2 not work? Click to expand...
D94 New Member Joined Oct 5, 2011 Messages 4,423 Gender Male HSC N/A May 17, 2012 #5 laser6628 said: Riiiiiggghhttt. Thanks. Why would a chain rule integration of (cosx)^-2 not work? Click to expand... I doubt you could reverse chain rule that. Try it.
laser6628 said: Riiiiiggghhttt. Thanks. Why would a chain rule integration of (cosx)^-2 not work? Click to expand... I doubt you could reverse chain rule that. Try it.