Solvew=eiθ+1eiθ−1=eiθ/2+e−iθ/2eiθ/2−e−iθ/2=

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Solve w={e^{i}-1}{e^{i}+1}={e^{i/2}-e^{-i/2}}{e^{i/2}+e^{-i/2}

Question

Solve
$w = \frac{e ^{i θ} - 1}{e ^{i θ} + 1} = \frac{e ^{i θ /2} - e ^{- i θ /2}}{e ^{i θ /2} + e ^{- i θ /2}} =$

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Solve

w = \frac{e ^{i θ} - 1}{e ^{i θ} + 1} = \frac{e ^{i θ /2} - e ^{- i θ /2}}{e ^{i θ /2} + e ^{- i θ /2}} =

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Question Text

Solve

w = \frac{e ^{i θ} - 1}{e ^{i θ} + 1} = \frac{e ^{i θ /2} - e ^{- i θ /2}}{e ^{i θ /2} + e ^{- i θ /2}} =