A policeman is running with a uniform velocity of `5 km h^(-1)` towards east and a thief is running with a uniform velocity of `2 km h^(-1)` towards east. Is it possible for the policemna to catch the theif? Explain

A police man is runnig with a uniform speed of 5 km h^(-1) and a thief ois running with a unifom spped of 2 km h^(-1) . Is it possible to find whether the polliceman can catch the thief? Explain

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 ?

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.

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 ?

A bird is flying towards north with a velocity 40 km h^-1 and a train is moving with velocity 40 km h^-1 towards east. What is the velocity of the bird boted by a man in the train ?

A bird is flying towards north with a velocity 40 km h^-1 and a train is moving with velocity 40 km h^-1 towards east. What is the velocity of the bird boted by a man in the train ?

A car is moving with a velocity of 60km//h due east and a train is moving with a velocity of 80km//h due south . For a passenger sitting inside the train , what is the velocity of car appearing to him ?