- #1

bsaucer

- 30

- 0

- TL;DR Summary
- Inverse Tangent of complex number in rectangular form.

Let z=x+iy, and w=u+iv. I am looking for a formula to find the arctangent of z, or w=arctan(z). I want the results of u and v to be in terms of trigonometric and hyperbolic functions (and their inverses) and

**in terms of logarithms. The values u and v should be functions of x and y.***not*