The IMEXP function returns Euler’s number, e (~2.718) raised to a complex power.
Parts of a IMEXP function
IMEXP(exponent)
| Part | Description |
|---|---|
exponent | The exponent to raise e to. |
Sample formulas
IMEXP("2+3i")
IMEXP("2-4j")
IMEXP(COMPLEX(2, 3))
Notes
- The exponential of a complex number is defined as follows:
IMEXP(x+yi) = excos(y) + iexsin(y)
Examples
| 1 | Formula | Result |
|---|---|---|
| 2 | =IMEXP(“1+i”) | 1.46869393991589+2.28735528717884i |
| 3 | =IMEXP(“2-2j”) | -3.07493232063936-6.71884969742825j |
Related functions
- EXP: Returns Euler’s number, e (~2.718) raised to a power.
- IMLN: The
IMLNfunction returns the logarithm of a complex number, base e (Euler’s number). - COMPLEX: The COMPLEX function creates a complex number, given real and imaginary coefficients.
- IMAGINARY: Returns the imaginary coefficient of a complex number.