1. A jogger runs 145m in a direction 20
A jogger runs 145m in a direction 20.0 degrees east of north (vector A), and then runs 105m in a direction 35.0 degrees south of east (vector B). Using components, determine the magnitude and direction of the resultant vector C for these two displacements.

2. A jogger runs 145m in a direction 20
A jogger runs 145m in a direction 20.0 degrees east of north (vector A), and then runs 105m in a direction 35.0 degrees south of east (vector B). Using components, determine the magnitude and direction of the resultant vector C for these two displacements.

3. A jogger runs 145m in a direction 20
A jogger runs 145m in a direction 20.0 degrees east of north (vector A), and then runs 105m in a direction 35.0 degrees south of east (vector B). Using components, determine the magnitude and direction of the resultant vector C for these two displacements.

5. Sin 20 = Ax / 145
Ax = 49.6 m
Cos 35 = Bx/105
Bx = 86.0 m
Ax + Bx = m

6. cos 20 = Ay / 145
Ay = m
sin 35 = Bx/105
By = 60.2 m
Ay - By = 75.8 m

7. = C2
C = 155m
tan angle = 75.8/135.6
angle = 29 degrees