(1+i)(1-I)^-1 find a and b in the form of a+ib
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Answer:
(1+i)/(1-i)
=(1+i)^2/(1-i^2)
=(1+i^2+2i)/(1+1) where i^2=-1
=(1-1+2i)/2
2i/2=i=0+1(i)=a+ib
a=0, b=1
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