复数z1=(1-i/1+i)^2 z2=2-i^3 分别对应复平面内的点pq 则向量pq对应的复数是

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复数z1=(1-i/1+i)^2 z2=2-i^3 分别对应复平面内的点pq 则向量pq对应的复数是
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复数z1=(1-i/1+i)^2 z2=2-i^3 分别对应复平面内的点pq 则向量pq对应的复数是
复数z1=(1-i/1+i)^2 z2=2-i^3 分别对应复平面内的点pq 则向量pq对应的复数是

复数z1=(1-i/1+i)^2 z2=2-i^3 分别对应复平面内的点pq 则向量pq对应的复数是
z1=[(1-i)/(1+i)]^2
= (1-i)^4/ 4
= ( 1-4i+6i^2-4i^3+i^4)/4
= -4/4=-1
z2=2-i^3
= 2+ i
p = -1 = z1
q = 2+ i =z2