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∫sec²xdx =
tan(x) + c
∫csc²xdx =
-cot(x) + c
∫secxtanxdx
sec(x) + c
∫cscxcotxdx
-csc(x) + c
∫tanxdx
ln | sec(x) | + c
∫cotxdx
ln | sin(x) | + c
∫secxdx
ln | sec(x) + tan(x) | + c
∫cscxdx
ln | csc(x) - cot(x) | + c
∫tan²xdx
tan(x) - x + c