What is $\Re(e^i)$?
My book says answer is $e$. Can that be right?
I know $e^{i \pi} = \cos \pi + i \sin \pi = -1$
So that would mean $e^i = \cos 1 + i \sin 1$ and the real part would be $\cos 1$. That's not the book's answer.
What is $\Re(e^i)$?
My book says answer is $e$. Can that be right?
I know $e^{i \pi} = \cos \pi + i \sin \pi = -1$
So that would mean $e^i = \cos 1 + i \sin 1$ and the real part would be $\cos 1$. That's not the book's answer.
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You're right, $e^i=\cos 1+i \sin 1$. So the answer is $\cos 1$.