Solution:
Given that 4z3 = 3(z1 + z2)
Therefore, mid-point of AB is the point which divides OM in the ratio 2 : 1.
or
Let z1, Z2 and z3 be three complex numbers satisfying |z| = 1 and 4z3 = 3(z1 + z2), then |z1 - z2| is equal to
Given that 4z3 = 3(z1 + z2)
Therefore, mid-point of AB is the point which divides OM in the ratio 2 : 1.
or