A Particle Moves with Constant Velocity $\not \neq$ 0) Subsequently Its Angular Momentum About Point P
A) Increases

Multiple Choice

A particle moves with constant velocity. At instant t = 0, the particle is at the position of minimum separation from fixed point P. Its angular momentum about P is L ( $\not \neq$ 0) . Subsequently its angular momentum about point P

A) increases with time.
B) decreases with time.
C) does not change with time.
D) Hold it! A particle moving with constant velocity has no angular momentum.