Show that the area of the triangle on the Argand diagram formed by the complex numbers z, zi and `z+ zi` is `=(1)/(2) |z|^(2)`

Show that the area of the triangle on the Argand diagram formed by the complex number z ,i za n dz+i z is 1/2|z|^2

Show that the area of the triangle on the Argand diagram formed by the complex number z ,i za n dz+i z is 1/2|z|^2

Show that the area of the triangle on the Argand diagram formed by the complex number z ,i za n dz+i z is 1/2|z|^2

If the area of the triangle on the complex plane formed by complex numbers z, omegaz is 4 sqrt3 square units, then |z| is

If z is any complex number, then the area of the triangle formed by the complex number z, wz and z+wz as its sides, is

If the area of the triangle on the complex plane formed by the points z, iz and z+iz is 50 square units, then |z| is

If the area of the triangle on the complex plane formed by the points z, iz and z+iz is 50 square units, then |z| is

Find the circumstance of the triangle whose vertices are given by the complex numbers z_(1),z_(2) and z_(3) .

The area of the triangle formed by the points representing -z,iz and z-iz in the Argand plane, is

Let z_1,z_2,z_3 be three distinct non zero complex numbers which form an equilateral triangle in the Argand pland. Then the complex number associated with the circumcentre of the tirangle is (A) (z_1 z_2)/z_3 (B) (z_1z_3)/z_2 (C) (z_1+z_2)/z_3 (D) (z_1+z_2+z_3)/3