express the following complex number in polar form -1+√3i
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Given,
z=−1− √3i
r= (−1) 2+(− 3)2⇒r=2.
θ=tan −1 ( −1− 3)⇒θ= 3π
Polar form z=r(cos θ+i sin θ) =
2(cos π/3 +i sin 3/π )
Exponential form z= reiθ=2e i 3π
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