A ship X moving due North with speed v observes that another ship Y is moving due West with speed v. The actual velocity of Y is

Ship A is moving towards south with speed 3m/s and ship B is travelling due west with speed 4m/s Find the velocity of ship B with respect to ship A

A man moving with a speed v down the inclined plane meets the rain horizontally with same speed. The actual velocity of rain is?

(A): A bus moving due north takes a turn and starts moving towards west with same speed. There will be no change in the velocity of bus. (R) : Velocity gradient is not a vector quantity.

Assertion : A bus moving due north takes a turn and starts moving towards east with same speed. There will be no change in the velocity of bus. Reason : Velocity is a vector-quantity.

A car 'A' moves due north at a speed of 40km//hr , while another 'B' moves due east at a speed of 30km//hr . Find the velocity of car B relative to car A (both in magnitude and direction).

Seeta is moving due east with a velocity of V_(1) m//s and geets iss moving due west with velocity of V_(2) m//s . The velocity of Seeta with respect to Geeta is

A Ship A steams down north at a speed of 8 kmph. and ship B due west at a speed of 6 kmph. The velocity of A w.r.t. B is.

A Ship 'A steams down north at a speed of 8 kmph. and ship B due west at a speed of 6 kmph. The velocity of A w.r.t. B is.

A particle (A) moves due North at 3 kmh^(-1) and another particle (B) moves due West at 4 kmh^(-1) . The relative velocity of A with respect to B is (tan 37^(@)=3//4)