exponential form of a complex number
The exponential form of a complex number is a way to represent a complex number using the exponential function, e, raised to the power of the imaginary unit, i, multiplied by the angle formed between the real axis and the number in the complex plane.
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Related Concepts (2)
Similar Concepts
- absolute value/modulus of a complex number
- algebraic equations involving complex numbers
- argument of a complex number
- complex conjugate
- complex exponentiation
- complex numbers
- conjugate complex numbers
- exponential representation
- exponents
- modulus of a complex number
- multiplication of complex conjugates
- normal form of a complex number
- polar form of a complex number
- trigonometric form of a complex number
- trigonometric functions of complex numbers