z=10(1-i)/(1-3i)
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z=10(1-i)/(1-3i)z=10(1-i)/(1-3i)z=10(1-i)/(1-3i)(1-3i)x(1+3i)=10,所以10(1-i)/(1-3i)=(1-i)(10/(1-3i))=(
z=10(1-i)/(1-3i)
z=10(1-i)/(1-3i)
z=10(1-i)/(1-3i)
(1-3i)x(1+3i)=10,所以10(1-i)/(1-3i)=(1-i)(10/(1-3i))=(1-i)(1+3i)=4+2i ,即z=4+2i
z=10(1-i)/(1-3i)
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