polar form of a complex number
The polar form of a complex number represents a complex number in terms of its magnitude (distance from the origin) and its angle (measurement from the positive real axis).
Requires login.
Related Concepts (1)
Similar Concepts
- absolute value/modulus of a complex number
- algebraic equations involving complex numbers
- argument of a complex number
- complex conjugate
- complex numbers
- complex plane
- conjugate complex numbers
- exponential form of a complex number
- modulus of a complex number
- normal form of a complex number
- polar coordinates
- polar form
- polarity
- trigonometric form of a complex number
- trigonometric functions of complex numbers