MCQ
$(z + a)(\bar z + a)$, where $a$ is real, is equivalent to
- A$|z - a|$
- B${z^2} + {a^2}$
- ✓$|z + a{|^2}$
- DNone of these
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Statement $1:$ $\left| {{Z_1} - {Z_2}} \right|\, \ge \left| {{Z_{_1}}} \right|\, - \,\left| {{Z_{_2}}} \right|$
Statement $2:$ $\left| {{Z_1} + {Z_2}} \right|\, \le \left| {{Z_{_1}}} \right|\, + \,\left| {{Z_{_2}}} \right|$