master1425 Messages 5 Reaction score 0 Thread starter Sep 10, 2008 #1 Homework Statement [tex]\int sinx/(1+cos^{2}x)dx[/tex] Can anyone help me with this problem? Last edited: Sep 10, 2008
Dick Science Advisor Homework Helper Messages 26,254 Reaction score 623 Sep 10, 2008 #2 Did you try substituting u=cos(x) as a first step??
master1425 Messages 5 Reaction score 0 Sep 10, 2008 #3 Ah ok, that was my biggest problem. I tried substituting u=1+cos^2x and u=sinx. But neither yielded the result I wanted. So I will try using just u=cosx and see how that works for me.
Ah ok, that was my biggest problem. I tried substituting u=1+cos^2x and u=sinx. But neither yielded the result I wanted. So I will try using just u=cosx and see how that works for me.
master1425 Messages 5 Reaction score 0 Sep 10, 2008 #4 Ok, I got that one finally. How about this one? [tex]\int x^{2}sinx/1+x^{6} dx[/tex] I tried u=sinx, but got stuck. Is that what I need to use? Any help would be appreciated.
Ok, I got that one finally. How about this one? [tex]\int x^{2}sinx/1+x^{6} dx[/tex] I tried u=sinx, but got stuck. Is that what I need to use? Any help would be appreciated.