A body performing nonuniform circular motion experiences linear acceleration `a_(r)` and tangential acceleration `a_(T)`, such that `a_(r)` changes the direction of linear velocity. Then the resultant acceleration 'a' in this case is ,

A body performing non-uniform circular motion experiences linear acceleration a_r and tangential accleleration a_T , such that a_r changes the direction of linear velocity, while a_T changes the magnitude of linear velocity. Then the resultant acceleration 'a' in this case is ,

In case of a uniform circular motion, velocity and acceleration are

In case of a uniform circular motion, velocity and acceleration are

Find the relation between acceleration a_(1) and a_(2)

Find the relation between acceleration a_(1) and a_(2)

Variation OF Radial and Tangential Acceleration in Circular motion

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,

Acceleration in circular motion|| Tangential acceleration|| Radial acceleration|| Shape OF path & net Acceleration

The particle is performing uniform circular motion, the true statement/s/are/is (A) the direction of linear velocity, acceleration and force changes instantaneously (B) the magnitude of linear velocity, acceleration and force instantaneously. (C) the magnitude of linear velocity, acceleration and force remains constant. (D) linear velocity, acceleration and force are in the same direction