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Problem The mirror image of the curve arg ( z − 3 z − i ) = π 6 \arg\left(\frac{z-3}{z-i}\right) = \frac{\pi}{6} arg ( z − i z − 3 ) = 6 π , i = − 1 i = \sqrt{-1} i = − 1 in the real axis, is
a. arg ( z + 3 z + i ) = π 6 \arg\left(\frac{z+3}{z+i}\right) = \frac{\pi}{6} arg ( z + i z + 3 ) = 6 π
b. arg ( z − 3 z + i ) = π 6 \arg\left(\frac{z-3}{z+i}\right) = \frac{\pi}{6} arg ( z + i z − 3 ) = 6 π
c. arg ( z + i z + 3 ) = π 6 \arg\left(\frac{z+i}{z+3}\right) = \frac{\pi}{6} arg ( z + 3 z + i ) = 6 π
d. arg ( z + i z − 3 ) = π 6 \arg\left(\frac{z+i}{z-3}\right) = \frac{\pi}{6} arg ( z − 3 z + i ) = 6 π
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