Let $\bar{z}$ be the conjugate of the complex number $z$, $$\frac { 6 + 2 i } { z } = \bar { z } + i$$ the sum of the complex numbers $z$ that satisfy the equality is what? A) $1 + 3 i$ B) $2 + i$ C) $3 + 2 i$ D) $4 + i$
Let $\bar{z}$ be the conjugate of the complex number $z$,
$$\frac { 6 + 2 i } { z } = \bar { z } + i$$
the sum of the complex numbers $z$ that satisfy the equality is what?\\
A) $1 + 3 i$\\
B) $2 + i$\\
C) $3 + 2 i$\\
D) $4 + i$