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Q. If $Z_1=1+2 i$ and $Z_2=2+3 i$, then sum of $Z_1$ and additive inverse of $Z_2$ is equal to

Complex Numbers and Quadratic Equations

Solution:

$z_1-1+2 i ; z_2-2+3 i$
Additive inverse of $z_2=-2-3 i$
$z_1+\left(-z_2\right)=1+2 i-2-3 i=-1-i$