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The Correct answer is (D)
The equation of rotational motion for constant angular acceleration is given by
ωf = ωi + αt
⇒ α = \(\frac{\omega_f - \omega_i}{t}\)
Where,
- ωf = final angular velocity
- ωi = initial angular velocity
- α = angular acceleration
- t = time taken to reach final angular velocity from initial angular velocity.
Given,
Initial angular velocity, ωi = 10 rad/s
final angular velocity, ωf = 100 rad/s
Time taken, t = 15 sec
Using the equation of rotational motion, angular acceleration (α) of the wheel, is given by
α = \(\frac{100-10}{15} = \frac{90}{15}\)
⇒ α = 6 rad/sec2
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