Respuesta :
The hare's final displacement is given by the Pythagorean theorem as
√((13 m)² + (4 m)²) ≈ 13.601 m
The time it took to get there was (31 min)*(60 s/min) = 1860 seconds.
The direction was arctan(4/13) ≈ 17.1° north of east.
The hare's average velocity was (13.601 m)/(1860 s) on a bearing of 72.9°.
0.00731 m/s ∠72.9°
_____
Velocity is a vector quantity having both speed and direction. Here, we choose to express the direction as a bearing measured clockwise from North.
√((13 m)² + (4 m)²) ≈ 13.601 m
The time it took to get there was (31 min)*(60 s/min) = 1860 seconds.
The direction was arctan(4/13) ≈ 17.1° north of east.
The hare's average velocity was (13.601 m)/(1860 s) on a bearing of 72.9°.
0.00731 m/s ∠72.9°
_____
Velocity is a vector quantity having both speed and direction. Here, we choose to express the direction as a bearing measured clockwise from North.
magnitude: 0.00731 m/s; direction: 17.1 north of east
gradpoint