Given
z1=1−2iz_1 = 1 - 2iz1=1−2i and z2=−7+iz_2 = -7 + iz2=−7+i
z1−z2=(1−2i)−(−7+i)=1−2i+7−iz_1 - z_2 = (1 - 2i) - ( -7 + i ) = 1 - 2i + 7 - iz1−z2=(1−2i)−(−7+i)=1−2i+7−i
=8−3i= 8 - 3i=8−3i
For next part,
z1−z2z1−z2=(1−2i)−(−7+i)(1−2i)−(−7+i)z_1 - z_2z_1 - z_2 = (1 - 2i) - (-7+i)(1-2i) - (-7+i)z1−z2z1−z2=(1−2i)−(−7+i)(1−2i)−(−7+i)
=1−2i−(−7+i+14i−2i2)+7−i= 1 - 2i - (-7 + i + 14i - 2i^{2})+ 7 - i=1−2i−(−7+i+14i−2i2)+7−i
=8−3i+5−15i= 8 - 3i +5 - 15i=8−3i+5−15i
13−18i13 - 18i13−18i
where i2=−1i^{2} = -1i2=−1
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