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The Angular Acceleration of the Flywheel of a Generator Is α\alpha

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The angular acceleration of the flywheel of a generator is given by  The angular acceleration of the flywheel of a generator is given by   where b and c are constants and  \alpha  is in rad/s<sup>2</sup> provided t is in seconds.If the initial angular velocity is taken to be  \omega <sub>0</sub>,the angular velocity at time t is given by A)  \omega <sub>0</sub> + 6bt<sup>2</sup> - 12ct<sup>3 </sup> B) 6b - 24ct C) 3bt<sup>2</sup> - 4ct<sup>3</sup> +  \omega <sub>0 </sub> D) 3bt<sup>2</sup> - 4ct<sup>3 </sup> E) 6b - 24ct +  \omega <sub>0 </sub> where b and c are constants and α\alpha is in rad/s2 provided t is in seconds.If the initial angular velocity is taken to be ω\omega 0,the angular velocity at time t is given by


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