An aircraft carrier sails northeast at a speed of 6.0 knots. Its velocity vector is v. What direction and speed would a ship with velocity vector –v have?
speed should be in knots and direction should be one of the following: northwest, northeast,southwest, and southeast.
Swest at 6jts,
To determine the direction and speed of a ship with velocity vector –v in relation to the aircraft carrier, we need to flip the direction (180 degrees) of the aircraft carrier's velocity vector. Let's break it down step-by-step:
1. Start by understanding the given information:
- The aircraft carrier's velocity vector, v, is sailing northeast at a speed of 6.0 knots.
- We need to find the direction and speed of a ship with the velocity vector -v.
2. Flip the direction of the aircraft carrier's velocity vector:
- Since the aircraft carrier is sailing northeast, we need to flip the direction by 180 degrees.
- So, the direction of the ship with the velocity vector -v will be in the opposite direction, southwest.
3. Determine the speed of the ship with velocity vector -v:
- Since the given speed of the aircraft carrier is 6.0 knots, the speed of the ship with velocity vector -v will also be 6.0 knots.
In summary, a ship with velocity vector -v would have a speed of 6.0 knots and would be sailing in the southwest direction.