1.

Explain Euler's formula....,..​

Answer»

CUTEnBEUTY

In complex analysis, Euler's formula provides a fundamental bridge between the exponential function and the TRIGONOMETRIC functions. For complex NUMBERS xx, Euler's formula SAYS that

E^{ix} = \cos{X} + i \sin{x}.

e

ix

=cosx+isinx.

In addition to its role as a fundamental mathematical result, Euler's formula has numerous applications in physics and engineering.



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