Chapter 6
... The second condition for equilibrium asserts that if an object is in rotational equilibrium, the net torque acting on it about any axis must be zero. That is ...
... The second condition for equilibrium asserts that if an object is in rotational equilibrium, the net torque acting on it about any axis must be zero. That is ...
ExamView - C_Rotation_MC_2008 practice.tst
... B) his angular velocity remains the same. E) his rotational inertia decreases. C) his angular momentum remains the same. 15. A top spinning on the floor precesses because the torque due to gravity, about the point of contact of the top with the floor, is: A) parallel to the angular momentum vector. ...
... B) his angular velocity remains the same. E) his rotational inertia decreases. C) his angular momentum remains the same. 15. A top spinning on the floor precesses because the torque due to gravity, about the point of contact of the top with the floor, is: A) parallel to the angular momentum vector. ...
Meter Stick Balance
... extended objects, we have to include both translational and rotational motion. The translational equilibrium is simply described by Newton’s Second Law, ...
... extended objects, we have to include both translational and rotational motion. The translational equilibrium is simply described by Newton’s Second Law, ...
CfE Advanced Higher Physics – Unit 1 – Rotational Motion
... Torque is a vector quantity. The direction of the torque vector is at right angles to the plane containing both r and F and lies along the axis of rotation. (In the example shown in the diagram torque, T, points out of the page). A tangential force acting on the rim of an object will cause the objec ...
... Torque is a vector quantity. The direction of the torque vector is at right angles to the plane containing both r and F and lies along the axis of rotation. (In the example shown in the diagram torque, T, points out of the page). A tangential force acting on the rim of an object will cause the objec ...
