$4 z - 3 \bar { z } = \frac { 1 - 18 i } { 2 - i }$\ Which of the following is the complex number $z$ that satisfies this equality?\ A) $- 2 + i$\ B) $- 3 + i$\ C) $4 + 2 i$\ D) $3 - 2 i$\ E) $4 - i$
$4 z - 3 \bar { z } = \frac { 1 - 18 i } { 2 - i }$\
Which of the following is the complex number $z$ that satisfies this equality?\
A) $- 2 + i$\
B) $- 3 + i$\
C) $4 + 2 i$\
D) $3 - 2 i$\
E) $4 - i$