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Sin(A+B) =
SinACosB+CosASinB
d/dx(1/Sinx)=
CosX
d/dx(Cosx)=
-Sinx
d/dx(Tanx)=
Sec2x
d/dx(Secx)=
(Secx)(Tanx)
d/dx(Cotx)=
-Csc2x
d/dx(Cscx)=
(-Cscx)(Cotx)
(Cosx-1)/(x) =
0
(Sinx)/(x) =
1
Cos(A+B) =
CosACosB-SinASinB