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sin²x+cos²x =
1
tan²x+1 =
sec²x
cot²x+1 =
csc²x
sin2x = 2sinxcosx
cos2x =
2cos²x-1
cos²x-sin²x
1-2sin²x
tan2x =
(2tanx)/(1-tan²x)
csc2x=
1/(sin2x)
cot2x=
1/tan2x
sec2x=
1/cos2x
sin(u±v)=
sinucosv ± cosusinv
cos(u±v) =
cosucosv±sinusinv
tan(a±b) =
(tana ± tanb) / (1 ± tanatanb)