The linear and angular acceleration of a particle are 10 m/`"sec"^(2)` and 5 rad/`sec^(2)` respectively it will be at a distance from the axis of rotation -

The linear and angular velocities of a body in rotatory motion are 3 ms^(-1) and 6 rad//s respectively. If the linear acceleration is 6 m//s^2 then its angular acceleration in rad s^(-2) is

A particle executes simple harmonic motion with an angular velocity and maximum acceleration of 3.5rad//sec and 7.5 m//s^(2) respectively. The amplitude of oscillation

A particle executes simple harmonic motion with an angular velocity and maximum acceleration of 3.5rad//sec and 7.5 m//s^(2) respectively. The amplitude of oscillation

A particle executes simple harmonic motion with an angular velocity and maximum acceleration of 3.5(rad)/(sec)" and "7.5(m)/(s^2) respectively. Amplitude of the oscillation is…………..

A body is rotating around a fixed axis with angular velocity 3 rad/s with constant angular acceleration of 1rad//s^(2) at some time. Find the magnitude of acceleration of a particle 5 m away from the axis after the body has turned by 90^(@) .

The initial velocity of the particle is 10m//sec and its retardation is 2m//sec^(2) . The distance moved by the particle in 5th second of its motion is

The acceleration and velocity maximum of simple harmonically oscillating system are 8m//sec^(2) and 8m//sec respectively. What is the angular frequency? (in rad//sec)

The acceleration and velocity maximum of simple harmonically oscillating system are 8m//sec^(2) and 8m//sec respectively. What is the angular frequency? (in rad//sec)