The linear and angular acceleration of a particle are 20 m/s2 and 5 rad/s2 respectively, it will be at a distance from the axis of rotation :A 10 m B 4 m C 5 m D 100 m

The angular velocity of a particle is given by ω = 1.5 t – 3t2 + 2, the time when its angular acceleration becomes zeroA 0.1 s B 1 s C 3 s D 0.25 s

The angular speed of an automobile is increased uniformly from 1000 rev/min to 2000 rev/min in 12 seconds. Calculate the angular acceleration.*1 point8.73 rads^-210.27 rads^-212.27 rads^-214.71 rads^-2

24. A particle is moving eastwards with a velocity of 5 m/s. In 10 seconds the velocity changes to 5m/s northwards. The average acceleration of the system in m/s2 is

If the velocity of a particle is given by υ = (180 – 16x)1/2 m/s, then its acceleration will be :Zero8 m/s2– 8 m/s24 m/s2

If a car driving in a large circle of radius 185 m has tangential acceleration of 20 m/s2, and an angular velocity of 0.5 rad/s, what is the magnitude of the total acceleration of the car in m/s2?