1

$$e^{-i z}=e^{y-x i}=e^{y} \cos x-i e^{y} \sin x$$...

Question

$$e^{-i z}=e^{y-x i}=e^{y} \cos x-i e^{y} \sin x$$

$$e^{-i z}=e^{y-x i}=e^{y} \cos x-i e^{y} \sin x$$



Answers

$y^{\prime \prime}=2 y^{\prime}-y+2 e^{x}, \quad y_{p}(x)=x^{2} e^{x}$


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