P
Princess Kasumi
Guest
1. A destroyer sights a ship travelling with constant velocity 5j, whose position vector at the time of sighting is (6000i + 2000j) relative to the destroyer. The destroyer immediately begins to move with velocity
k(4i + 3j), where k is a constant, in order to intercept the ship.
(a) Find k and T, the time to interception.
The ship's radar located the destroyer at time 1/2 T and it immediately changes its course so that it is moving with velocity (i + 5j). The destroyer continues with its original velocity.
(b) Find the distance between the ship and the destroyer at time T.
k(4i + 3j), where k is a constant, in order to intercept the ship.
(a) Find k and T, the time to interception.
The ship's radar located the destroyer at time 1/2 T and it immediately changes its course so that it is moving with velocity (i + 5j). The destroyer continues with its original velocity.
(b) Find the distance between the ship and the destroyer at time T.