If: x = ey, then: ln(x) = y



Csc(q) = 1 / Sin(q) = Hypotenuse / Opposite
Sec(q) = 1 / Cos(q) = Hypotenuse / Adjacent
Cot(q) = 1 / Tan(q) = Adjacent / Opposite
Cos(q1) Cos(q2)
= 1/2 Cos(q1 - q2)
+ 1/2 Cos(q1 + q2)
Sin(q1) Cos(q2)
= 1/2 Sin(q1 + q2)
+ 1/2 Sin(q1 - q2)
Sin(q1) Sin(q2) = 1/2 Cos(q1 - q2)
- 1/2 Cos(q1 + q2)
sin(x) / x = sinc(x)


