Evaluate e to the power of i.pi

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Guest Jul 9, 2015

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Best Answer

We have

$$e^{i\pi}=-1$$

This is one form of Euler's well known relationship.

$$e^{i\pi}\rightarrow \cos{\pi}+i\times\sin{\pi}\rightarrow -1+i\times0\rightarrow-1$$

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Alan Jul 9, 2015

Alan · Answer 1 · 2015-07-09T08:02:59

We have

$$e^{i\pi}=-1$$

This is one form of Euler's well known relationship.

$$e^{i\pi}\rightarrow \cos{\pi}+i\times\sin{\pi}\rightarrow -1+i\times0\rightarrow-1$$

.