jee-advanced 2000 Q17

jee-advanced · India · screening Complex Numbers Argand & Loci Line Equation and Parametric Representation

17. If $\arg ( \mathrm { z } ) < 0$, then $\arg ( - \mathrm { z } ) - \arg ( \mathrm { z } ) =$
(A) п
(B) - п
(C) $- \pi / 2$
(D) $\pi / 2$

17. If $\arg ( \mathrm { z } ) < 0$, then $\arg ( - \mathrm { z } ) - \arg ( \mathrm { z } ) =$\\
(A) п\\
(B) - п\\
(C) $- \pi / 2$\\
(D) $\pi / 2$\\