The complex numbers `0, i, w, iw` are represented by the points `O, A, B, C`. The area of the quadrilateral is

write the complex numbers that are represented by the following points in the complex plane (i) 0,3 (ii) (-1 ,0)

write the complex numbers that are represented by the following points in the complex plane (i) 0,3 (ii) (-1 ,0)

Write the complex numbers that represent the following points in the plane : (0,0) .

Write the complex numbers that represent the following points in the plane : (0, 2).

Write the complex numbers that represent the following points in the plane : (3,0) .

Write the complex numbers that represent the following points in the plane : (- 1, 0).

Write the complex numbers that represent the following points in the plane : (0, - 1).

In triangle ABC, the complex numbers representing the vertices A, B, C are 2i,-1-sqrt(3)i,1-sqrt(3)i respectively the altitude from B on AC intersects the 'circum-circle' of triangleABC at D(z_0). Then the complex number (z_0) is

The complex number associated with the vertices A, B, C of DeltaABC are e^(i theta),omega,bar omega , respectively [ where omega,bar omega are the com plex cube roots of unity and cos theta > Re(omega) ], then the complex number of the point where angle bisector of A meets cumcircle of the triangle, is