convert -1 +i to polar form
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-1 +i = r (cosθ + i sinθ)
rcosθ = -1
rsinθ = 1
r² (cos²θ + sin²θ) = 1 + 1
r² = 2
r = ±√2
tanθ = -1
tanθ = tan ( 180° - 45°) (Since it lies in the II quadrant)
tanθ = tan135° = tan3π/4
θ = 3π/4
polar form = √2(cos3π/4+isin3π/4)
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