24) 18:. are three cullinear painis in argand plane, then

If z_1, z_2, z_3 are three collinear points in |argand plane, then |(z_1,bar z_1,1),(z_2,barz_2,1),(z_3,barz_3,1)|=

If z_1,z_2,z_3 are three collinear points in argand plane, then |[z_1,barz_1,1],[z_2,barz_2,1],[z_3,barz_3,1]|

Let A(z_1),B(z_2) and C(z_3) be the three points in Argands plane The point A B and C are collinear if

If A(z_(1)),B(z_(2)) and C(z_(3)) are three points in the Argand plane such that z_(1)+omegaz_(2)+omega^(2)z_(3)=0 , then

If A(z_(1)),B(z_(2)) and C(z_(3)) are three points in the Argand plane such that z_(1)+omegaz_(2)+omega^(2)z_(3)=0 , then

If A(z_(1)) and A(z_(2)) are two fixed points in the Argand plane and a point P(z) moves in the Argand plane in such a way that |z-z_(1)|=|z-z_(2)| , then the locus of P, is

Let A,B,C be three collinear points which are such that AB.AC=1 and the points are represented in the Argand plane by the complex numbers, 0, z_(1) and z_(2) respectively. Then,

Let A,B,C be three collinear points which are such that AB.AC=1 and the points are represented in the Argand plane by the complex numbers, 0, z_(1) and z_(2) respectively. Then,

Represent the following complex numbers as points in the argand plane the conjugate of 4 - i