A ball is acted upon by the following velocities. (i) `3 ms^(-1)` due East 9ii) `11 ms^(-1)` due South and (iii) `5 sqrt 2 ms^(-1)` due North-East. Find the magnitude and direction recultant velocity.

Find the resultant of two velocities, on 30 ms^(-1) due east and other 40 ms^(-1) due north.

A body is simultanceously given two velocities : one 12 ms^(-1) due East and other 5 ms^(-1) due North. Find the resultant velocity.

A body is simultaneously given two velocities, one 10 ms^(-1) due east and other 20 ms^(-1) due north-west. Calculate the resultant velocity.

The velocituy of particle (P) due east is 4 ms^(-1) due South,. What is the velocity of P w.r.t. Q ?

The velocity of particle P due east is 4 ms^(-1) and that of Q is 3ms^(-1) due north. What is the relative velocity of P w.r.t. Q.

Determine the direction and magnitude of the resultant of the following velocities imposed on a particle 8ms^(-1) to south 12ms^(-1) to east and 3sqrt2 ms^(-1) to north east.

A shp is sailing due west at 10 ms^(-1) .A woman runs across the deck at 5 ms^(-1) in a direction at right angles to the direction of motion of ship , towards north. Find the magnitude and direction of the velocity of woman relative to sea.

Two ships A and B are 4 km apart. A is due west of B. If A moves with a uniform velocity of 8 km hr^(-1) due east and B moves with a uniform velocity of 6 km hr^(-1) due south, calculate (i) the magnitude of velocity of A relative to B, (ii) the closest distance apart of A and B.