The transformation w=cz consists of
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Then transformation w = cz becomes Reiφ = ρeiα · reiθ = ρrei(α+θ). Thus, the transformation maps a point P(r, θ) in the z-plane into a point P (ρr, θ + α) in the w-plane. Hence, the transformations consists of magnification of the radius vector of P by ρ = |c| and its rotation through the angle α.
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