How can I find the imaginary and real part of $z + e^z$ ?
I tried but I only get $$x + yi + e^x e^{yi}$$
[Math] How to find the real and imaginary part of $z+ e^z $
algebra-precalculuscomplex numberscomplex-analysisexponential-sum
algebra-precalculuscomplex numberscomplex-analysisexponential-sum
How can I find the imaginary and real part of $z + e^z$ ?
I tried but I only get $$x + yi + e^x e^{yi}$$
Best Answer
HINT:
You are on the right track. Note that $e^{iy}=\cos(y)+i\sin(y)$.