设复数w=-1\2+根号3\2i,则1+w=设复数w= - 1/2 +( 根号3)/2 x i ,则1+w=( )
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设复数w=-1\2+根号3\2i,则1+w=设复数w= - 1/2 +( 根号3)/2 x i ,则1+w=( )
设复数w=-1\2+根号3\2i,则1+w=
设复数w= - 1/2 +( 根号3)/2 x i ,则1+w=( )
设复数w=-1\2+根号3\2i,则1+w=设复数w= - 1/2 +( 根号3)/2 x i ,则1+w=( )
w=-(1/2)+(√3/2)i,则1+w=1+[-(1/2)+(√3/2)i]=(1/2)+(√3/2)i.