A particle starts moving in a non-uniform circular motion, lies angular acceleration as shown in figure. The angular velocity at the end of 4 radian is given by `omega` rad/s then find the value of `omega`.

A particle starts from rest and moves in a circular motion with constant angular acceleration of 2 rad s^-2 . Find (a) Angular velocity (b) Angular displacement of the particle after 4 s . ( c) The number of revolutions completed by the particle during these 4 s . (d) If the radius of the circle is 10 cm , find the magnitude and direction of net acceleration of the particle at the end of 4 s .

A particle starts from rest and moves in a circular motion with constant angular acceleration of 2 rad s^-2 . Find (a) Angular velocity (b) Angular displacement of the particle after 4 s . ( c) The number of revolutions completed by the particle during these 4 s . (d) If the radius of the circle is 10 cm , find the magnitude and direction of net acceleration of the particle at the end of 4 s .

A particle is moving in a circle of radius 0.3 . Calculate its linear acceleration at the instant when its angular velocity is 1rad//s and angular acceleration is 4rad//s^(2)

Circular motion: angular velocity | Angular acceleration | Uniform circular motion: radial acceleration

In nonuniform circular motion, the linear acceleration vec a , the angular acceleration, vec alpha , the angular velocity vec v the radius vector vec r and the angular velocity vec omega at any instant are related by the vector equation,

A particle is in circular motion in a horizotantal plane. It has angular velocity of 10 pi rad//s at the end of 2 s and angular velocity 15 pi rad//s at the end of 4s. The angular acceleration of particle is

A particle is in circular motion in a horizotantal plane. It has angular velocity of 10 pi rad//s at the end of 2 s and angular velocity 15 pi rad//s at the end of 4s. The angular acceleration of particle is

A particle moving in a circular path of certain radius, with uniform angular velocity omega has an angular acceleration equal to :

Circular motion: angular velocity| Angular acceleration| Uniform circular motion: radial acceleration