tanx+cotx+c
tanx+cosecx+c
-tanx+cotx+c
tanx+secx+c
∫(tanx+cotx)dx equals
sec2x+cosec2x+c
log|sin2x|+c
log|cotx|+c
log|tanx|+c
∫-cosec3x cot3x dx=
cosec3x +c
cot 3x+c
1/3 cosec3x +c
1/3 cot3x+c
ex(logx-1/x)+c
ex(1/x-logx)+c
exlogx-1/x+c
1/x-exlogx+c
cot x -x + c
cot x+x +c
-cot x + x + c
- cot x- x + c
1/2 x4 (2log x-1/2) +c
1/4 x4 (2 log x- 1/2 )+c
1/4 x2 (2log x-1/2)
1/4 x4 (2log x-1)+c
log cos(logx)+c
log sec(logx)+c
log sin(logx)+c
none of these
Write an antiderivative of cos 2 x.
Sin 2x
1/2 sin 2 x
2 sin 2 x
sin2 2 x
x4+1/x3-129/8
x3+1/x4+129/8
x4+1/x3+129/8