Find all complex solutions of the equation $\displaystyle e^{2z}$ = −1, by writing both sides in polar form. Need urgent help thanks
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Originally Posted by ronaldo_07 Find all complex solutions of the equation $\displaystyle e^{2z}$ = −1, by writing both sides in polar form. Need urgent help thanks note that $\displaystyle -1 = e^{i(\pi + 2n \pi)}$, where n is any integer can you finish?
I don't know how to do the question at all
Originally Posted by ronaldo_07 I don't know how to do the question at all you have $\displaystyle e^{2z} = e^{i( \pi + 2n \pi)}$ you can't finish?
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