The angular position of a particle revolving about an axis is given by 0(t) = t^2- 3t+ 4 radian. Find the acceleration of the point at time t = 2 s. Given radius of circular path is 1 m. (1) 2 m/s2(2) 1 m/s2(4) 5 m/s?(3) 5 m/s2

The angular position of a particle revolving about an axis is given by

1.	The angular position of a particle revolving about an axis is given by 0(t) = t^2- 3t+ 4 radian. Find the acceleration of the point at time t = 2 s. Given radius of circular path is 1 m. (1) 2 m/s2(2) 1 m/s2(4) 5 m/s?(3) 5 m/s2
Answer» The angular position of a particle revolving about an axis is given by 0(t) = t^2- 3t+ 4 radian. Find the acceleration of the point at time t = 2 s. Given radius of circular path is 1 m. (1) 2 m/s2 (2) 1 m/s2 (4) 5 m/s? (3) 5 m/s2

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The angular position of a particle revolving about an axis is given by 0(t) = t^2- 3t+ 4 radian. Find the acceleration of the point at time t = 2 s. Given radius of circular path is 1 m. (1) 2 m/s2(2) 1 m/s2(4) 5 m/s?(3) 5 m/s2

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