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Sin²x + cos²x =
1
Sin(α ± β) =
sin(α)cos(β) ± cos(α)sin(β)
Sin(2θ) =
2sin(θ)cos(θ)
Cos(2θ) =
Cos²(θ) - sin²(θ)
Cos(π/2 - θ) or Cos(θ - π/2) =
Sin(θ)
sin(-θ) =
-sin(θ)
Cos(-θ) =
Cos(θ)
cos (a ± B) =
cos (a)cos(ß) -(±) sin(a)sin(B)
how to express complex numbers with polar coordinate (r,θ)
rCos(θ) + iSin(θ)
sin(π/3)
√3/2
cos(π/3)
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