find the polar form of √3+i
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Express the complex number (-sqrt(3)-i) in polar form.
The given complex number is z=(-√3-i). Let its polar form be z=r(cosθ+isinθ). Now, r=|z|=√(-√3)2+(-1)2=√4=2. tanα=|Im(z)Re(z)|=|-1-√3|=1√3⇒α=π6.
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