If z is complex no find | | overline z |^ 2 z overline z |
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Let z = x + iy. Then, <br>
<br>
<br> Equating real parts and imaginary parts on both sides of (i) separately, we get <br>
. <br> From (iii), we get <br>
. <br> Case I When y = 0. <br> Putting y = 0 in (ii), we get <br>
. <br>
<br> Thus,
. <br> Case II When
. <br> Putting
in (ii), we get <br>
. <br>
. <br> Thus,
. <br> Hence,
are the required roots of the given equation.
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