-cot(xex)+ c
tan(xex)+ c
tan(ex)+ c
cot(ex)+ c
1/3 x 1/3 + 2 x 1/2 +c
2/3 x 2/3+1/2 x2+c
2/3 x 3/2 +2 x 1/2 + c
3/2 x 3/2 +1/2 x 1/2+ c
∫(tanx+cotx)dx equals
sec2x + cosec2x + c
log|sin2x|+c
log|cotx|+c
log|tanx|+c
tan x + sec x + c
tan x - sec x + c
-tan x - sec x + c
-tan x + se cx + c
Write an antiderivative of cos 2 x.
Sin 2x
1/2 sin 2 x
2 sin 2 x
sin2 2 x
cot x -x + c
cot x+x +c
-cot x + x + c
- cot x- x + c
2e2x
e2x
e4x
cos 2x + c
sin 2x + c
1/2 cos 2x + c
1/2 sin 2x+ c
2(x+cos x)1/2 +c
sinx/2 cos x/2 +c
2[sin x/2 -cos x/2 ] +c
2 (1+sin x) 1/2 +c