The area bounded by the curves ` arg z = pi/3 and arg z = 2 pi /3 and arg(z-2-2isqrt3) = pi` in the argand plane is (in sq. units)

The area bounded by the curves argz=(pi)/(3) and argz=2(pi)/(3) and arg(z-2-2i sqrt(3))= in the argand plane is (in sq.units)

Area bounded by arg (z)=(pi)/(3), Arg (z)=(2 pi)/(3) and Arg(z-2-i2sqrt(3))=pi in the complex plane is (in square unit) 2sqrt(3)(b)4sqrt(3)(c)sqrt(3) (d) None of these

Find the area bounded by |arg z|<=pi/4 and |z-1|<|z-3|

If arg(z+a) = pi//6 and arg(z-a) = 2 pi//3 (a in R^(+)) , then

Find the Area bounded by |arg z|<=(pi)/(4) and |z-1|<|z-3|

If |z| = 6 and arg(z) =(3pi)/(4) , find z.