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csc x=
1/sin
sec x=
1/cos
cot x=
1/tanx
tan x=
sinx/cosx
cotx=
cosx/sinx
sin^2x+cos^2x=
1
tan^2 x+1=
sec^2 x
1+cot^2 x=
csc^2 x
sin u cos v
1/2 [sin (u+v) + sin (u-v)]
cos u sin v
1/2 [sin (u+v)- sin (u-v)]
cos u cos v
1/2[cos (u+v)+ cos (u-v)]
sin u sin v
1/2 [cos (u+v)- cos (u+v)]
sin 2x
2sin x cosx
cos2x
cos^2 x- sin^2 x; = 1-2sin^2x; = 2 cos^2 x-1
tan ² x
(1-cos2x)/(1+cos2x)
sin²θ
1/2(1 − cos 2θ)
cos²θ
1/2(1+cosθ)