Three vectors add together to equal .β― One vector has magnitude and points in the positive -direction; a second vector has magnitude and points at from the positive -axis. Determine the third vector as a magnitude and direction.
Use the figure to determine a single vector that is equivalent to the given summation of vectors in each of the cases below.β― (The notation represents a vector pointing from pointβ―β―to pointβ―.)
A kicker punts a football from the very center of the field to the sideline yards downfield. What is the magnitude of the net displacement of the ball in yards?
A certain flying saucer is initially located at a position . After a few minutes it has moved to a location . What is the displacement of the flying saucer?
A park has a circular pond with a radius of . Benny starts at its westernmost point, then waddles counterclockwise around the pond until he is at its northernmost point. What is the magnitude and direction of Bennyβs change in position?