The second time derivative of this quantity is included in the formulation of the virial theorem, and another rule governing this quantity specifies that it is unchanged in its namesake reconfiguration, the stretch rule.
The second time derivative of this quantity is included in the formulation of the virial theorem, and another rule governing this quantity specifies that it is unchanged in its namesake reconfiguration, the stretch rule. This quantity can also be determined via the parallel axis theorem, and for a cylindrical shell is defined as mass times radius squared. For 10 points, name this physical property, the measure of an object's resistance to alterations in its rotation.
The second time derivative of this quantity is included in the formulation of the virial theorem, and another rule governing this quantity specifies that it is unchanged in its namesake reconfiguration, the stretch rule.
{moment} of {inertia} (do not accept "{inertia}")