Let z0 = (1 + 2i …) Since P moves first horizontally away from origin by 5 units and then vertically away from origin by 3 units, we get z1 = (6 + 5i) from z1 the particle moves √2 units in the direction of (i + j), then p reaches at (7 + 6i). Now, the point (7 + 6i) rotates π / 2 in anticlockwise directionon a circle with centre at origin. Therefore, z2 = (7+6i)e