MCQ
The conjugate of a complex number is $\frac{1}{{i - 1}}$ then that complex number is
- A$ - \frac{1}{{i - 1}}$
- B$\;\frac{1}{{i + 1}}$
- ✓$\; - \frac{1}{{i + 1}}$
- D$\;\frac{1}{{i - 1}}$
$\bar{z}=\frac{1}{i-1}=\frac{1}{-1+i}$
$\therefore z=\frac{1}{-1-i}=\frac{-1}{i+1}$
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