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Sum and Difference Identity (sin)
sin(a±B) = sin(a)cos(B)±cos(a)sin(B)
Sum and Difference Identity (cos)
cos(a±B) = cos(a)sin(a)-/+sin(B)cos(B)
Double Angle Identity, sin(2θ)
2sinθcosθ
Double Angle Identity, cos(2θ)
1 - 2sin²θ
Pythagorean Identity
cos²θ + sin²θ = 1
cos²θ =
1 - sin²θ
sin²θ =
1 - cos²θ
sec²θ =
1 + tan²θ
csc²θ =
1 + cot²θ