A particle is moving with constant speed in a circle as shown in Fig. Find the angular velocity of the particle $A$ with respect to fixed point $B$ and $C$ if angular velocity with respect to $O$ is $\omega$

Q. Particles $A$ and $B$ move with constant and equal speeds in a circle as shown in Fig. Find the angular velocity of the particle A with respect to B, if the angular velocity of particle $A$ w.r.t $O$ is $\omega$.

Q. Assertion :A particle is rotating in a circle with constant speed as shown. Between points A and B ratio of average acceleration and average velocity is angular velocity of particle about point O. Reason: Since speed is constant, angular velocity is also constant.

Q. A particle moves in a circle with constant angular velocity $\omega$ about a point P on its circumference. The angular velocity of the particle about the centre C of the circle is?

Q. If a particle of mass m is moving with constant velocity v parallel to x-axis in x-y plane as shown in fig. Its angular momentum with respect to origin at any time t will be

Q. A particle $A$ moves along a circle of radius $R=50cm$ so that its radius vector $\overrightarrow{r}$ relative to the point $O$ (shown in above figure) rotates with the constant angular velocity $\omega =0.40rad/s$. Find the modulus of the velocity of the particle, and the modulus of its total acceleration.