An observer is at point o. A car of mass m traveling at a constant velocity u is about to pass by her from the left as shown in the figure. Treating the car as a particle, determine the angular momentum of the car about the point o.

The magnitude of the angular momentum is $\(\left\[\vert\]\overrightarrow{L}\[\right\]\vert\)=sm\(\left\[\vert\]\overrightarrow{u}\[\right\]\vert\)$

The direction of the angular momentum is into the plane of the screen.

The magnitude of the angular momentum is $\(\left\[\vert\]\overrightarrow{L}\[\right\]\vert\)=sm\(\left\[\vert\]\overrightarrow{u}\[\right\]\vert\)$

The direction of the angular momentum is out of the plane of the screen.

The magnitude of the angular momentum is $\(\overrightarrow{L}\)=\(\frac{sm}{\left\vert\overrightarrow{u}\[\right\]\vert\)}$

The direction of the angular momentum is into the plane of the screen.

The angular momentum is zero.