Suppose you plan a vacation trip in Florida. Departing from Tallahassee, the state capital, you plan to visit your uncle Joe in Jacksonville, see your cousin Vinny in Daytona Beach, stop for a little fun in Orlando, see a circus performance in Tampa, and visit the University of Florida in Gainesville. Your route may be represented by five displacement vectors A(2.645km 357°), B(1.443km 26° E of S), C(0.849km 65° S of W), D(1.260km W 32° S), and E(1.950km N 4° E), which are indicated by the red vectors in figure below. What is the magnitude and direction of the total displacement when you reach Gainesville? What is the magnitude of the total displacement when you reach Gainesville? What is the direction(use method 1: zero-degree reference line) of the total displacement when you reach Gainesville? What is the direction(use method 2: geographical direction) of the total displacement when you reach Gainesville?
Suppose you plan a vacation trip in Florida. Departing from Tallahassee, the state capital, you plan to visit your uncle Joe in Jacksonville, see your cousin Vinny in Daytona Beach, stop for a little fun in Orlando, see a circus performance in Tampa, and visit the University of Florida in Gainesville. Your route may be represented by five displacement vectors A(2.645km 357°), B(1.443km 26° E of S), C(0.849km 65° S of W), D(1.260km W 32° S), and E(1.950km N 4° E), which are indicated by the red vectors in figure below. What is the magnitude and direction of the total displacement when you reach Gainesville?
What is the magnitude of the total displacement when you reach Gainesville? What is the direction(use method 1: zero-degree reference line) of the total displacement when you reach Gainesville? What is the direction(use method 2: geographical direction) of the total displacement when you reach Gainesville?
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