find the image of the real line (y = 0) and imaginary line (x = 0) f(z) = z^2+z

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f(z) = z^2 + z For real line I did z = x + iy

got x^2 + 2xiy + iy + x - y

made y=0 to get x^2 + x.

For the imaginary line do I just make x=0 similarly?