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Engineering Physics Admission Tests: Practice Test 8 (Chapter 28)
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If θ is angular displacement, Ωo is angular velocity at time t=0 and α is angular acceleration, then by appropriate kinematic equation, θ-θo=
If θ is angular displacement, Ωo is angular velocity at time t=0 and α is angular acceleration, then by appropriate kinematic equation, Ω2=
Angular acceleration is denoted by
If M is the mass of object and R is radius, then rotational inertia of hoop about central axis is
If net external torque acting on a system is zero, angular momentum of the system will
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