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

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.

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

Find the resultant of two forces, one 6N due east and other 8N due north.

Find the magnitude and direction of the resultant of the velocities of 100 ms^(-1) and 60 ms^(-1) inclined to each other at angle of 60^(@) .

Caculate the resultant of two forces, one 12 N due east and other 9N due north .

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.

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 train is moving with a velocity of 30 km h^(-1) due East and a car is moving with a veloicty of 40 km h^(-1) due North . What is the velocity of car as appears to a passenger in the train ?

A train is moving with a velocity 40 km h^(-1) due East and a car is moving with a velocity 60 km h^(-10 due North, What is the velocity of train as appears to a passenger in the car ?