1 Answer

Saurabh Garg · Answer 1 · 2023-01-10T03:42:26+0000

z1=4+7i

z2=-8+i

For the midpoint

For Real coordinate

$\operatorname{Re}_m=(4-8)/(2)=(-4)/(2)=-2$

For the imaginary

$\operatorname{Im}_m=(7+1)/(2)=(8)/(2)=4$

The midpoint is -2+4i

where the real part is -2 and the imaginary part is 4

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