The angular acceleration of the flywheel of a generator is given by where b and c are constants and $\alpha$ is in rad/s² provided t is in seconds.If the initial angular velocity is taken to be $\omega$₀,the angular velocity at time t is given by A)$\omega$₀ + 6bt² - 12ct³ B)6b - 24ct C)3bt² - 4ct³ + $\omega$₀ D)3bt² - 4ct³ E)6b - 24ct + $\omega$₀

Question

Quizplus · Accepted Answer

The Answer of The angular acceleration of the flywheel of a generator is given by where b and c are constants and $\alpha$ is in rad/s² provided t is in seconds.If the initial angular velocity is taken to be $\omega$₀,the angular velocity at time t is given by A)$\omega$₀ + 6bt² - 12ct³ B)6b - 24ct C)3bt² - 4ct³ + $\omega$₀ D)3bt² - 4ct³ E)6b - 24ct + $\omega$₀

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

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