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Let Z_(1)=x_(1)+iy_(1), Z_(2)=x_(2)+iy_(2) be complex numbers in fourth quadrant of argand plane and |Z_(1)|=|Z_(2)|=1, Ref(Z_(1)Z_(2))=0. The complex numbers Z_(3)=x_(1)+ix_(2), Z_(4)=y_(1)+iy_(2), Z_(5)=x_(1)+iy_(2), Z_(6)=x_(6)+iy, will always satisfy |
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Answer» `|Z_(4)|=1` `Z_(3)=e^(-itheta_(1))`, `Z_(4)=-e^(itheta_(1))`, `Z_(5)=costheta_(1)(1-i)`, `Z_(6)=sintheta_(1)(-1+i)` |
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