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-cosx+C
∫sinxdx
sinx+C
∫cosxdx
ln|secx|+C
∫tanxdx (1)
-ln|cosx|+C
∫tanxdx (2)
ln|cscx - cotx|+C
∫cscxdx
ln|sinx|+C
∫cotxdx
tanx+C
∫sec²dx
-cotx+C
∫csc²xdx
secx+C
∫secxtanxdx
-Cscx+C
∫cscxcotxdx
1
sinxcosx
1
cosxsecx
1
tanxcotx
cosx/sinx
cotx
sinx/cotx
tanx
1
sin²x+cos²x
sin²x
1-cos²x
cos²x
1-sin²x
sec²x
tan²x+1
tan²x
sec²x-1
csc²x
cot²x+1
cot²x
csc²x-1
sin(2x)
2sinxcosx
cos(2x)
cos²x-sin²x
1-2sin²x
2cos²x-1
sin²x
½ (1-cos2x)
cos²x
½ (1+cos2x)