The route followed by a hiker consists of three displacement vectors A,B ,c Cand . Vector  A is along a measured trail and is 1550 m in a direction 25.0° north of east. Vector B is not along a measured trail, but the hiker uses a compass and knows that the direction is 41.0° east of south. Similarly, the direction of vector C is 10.0° north of west. The hiker ends up back where she started, so the resultant displacement

A figure skater glides along a circular path of radius 3.93 m. (a) If she coasts around one half of the circle, find the magnitude of the displacement vector. (b) If she coasts around one half of the circle, find what distance she skated. (c) What is the magnitude of the displacement if she skates all the way around the circle?

The vector difference between Vectors A and B is 223.606 N, 26.57° N of W or 223 606 N, 63.43° NW. If the first vector is 100N, due North, what is the real magnitude and direction of Vector A?

Vector X has magnitude 9.0 m and is directed east. Vector Y has magnitude 8.0 m and is directed north. What is the resultant displacement of the vectors?

The vector sum of four displacement vectors is 500 km, 30° W of N. Three of the four displacement vectors are 100 km, 60° N of E; 200 km, S; and 300 km, 50° W of S. Determine the magnitude and direction of the fourth displacement vector.

Suppose a person walks so that their displacement is represented by a vector that has a magnitude of 52m (vector A). The direction of that initial displacement is 31 degrees north of east. After that, the person then walks 15 m due west (vector B).  Use trig to calculate the east and north components of the first displacement, vector A.

Solve the problem with illustration.  Given the vectors A = 41+ 8j, B = - 8i + 7j and C = 121 - 10j find the resultant and direction by Component method.

What is the x-component of a vector with a magnitude of 73 cm, 41° South of east? O 54.89 m, North O38.82 m, North O 55.09 cm, East O 73.00 cm, East

Margaret walks into the store using the following path: 0.870 mi west, 0.330 mi north, 0.140 mi east. Assume north be along the positive y axis and west be along the negative x axis. What is the magnitude of her total displacement? In what direction is the displacement vector? Enter the answer as an angle north of west.

A jogger travels a route that has two parts. The first is a displacement A of 2.30 km due south, and the second involves a displacement B that points due east. The resultant displacement A + B has a magnitude of 4.75 km. (a) What is the magnitude of B, and (b) what is the direction of A + B as a positive angle relative to due south? Suppose that A - B had a magnitude of 4.75 km. (c) What then would be the magnitude of B, and (d) what is the direction of A - B relative to due south? (a) Number (b) Number (c) Number (d) Number Mi i Mi Units Units Units Units <