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

## Question

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

$$e^{-i z}=e^{y-x i}=e^{y} \cos x-i e^{y} \sin x$$ #### Similar Solved Questions

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(1 point) Let P(z) be the predicate 3 x > â‚¬_ Determine whether the following expressions are true or false P(5) A. False True C. Not enough information P(-3) A. False True C.Not enough information P(y) A. False True C.Not enough information P(0) A. False True Not enough information...
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