366024 A thin hollow sphere of mass \(m\) is completely filled with a liquid of mass \(m\). When the sphere rolls with a velocity \(v\), kinetic energy of the system is (neglect friction)

366025 A spherical shell rolls on a table without slipping. What is the percentage of its K.E which is rotational?

366026 A thin rod \(\mathrm{AB}\) is sliding between two fixed right angled surfaces. At some instant its angular velocity is \(\omega\). If \(I_{x}\) represent moment of inertia of the rod about an axis perpendicular to the plane \((A, B, C \& D)\) and passing through the point \(\mathrm{D}\) the kinetic energy of the rod is :

366027 A solid cylinder of radius \(R\) and mass \(M\) rolls down an inclined plane of height \(h\). When it reaches the bottom of the plane, its rotational kinetic energy is ( \(g{\rm{ }} = \) acceleration due to gravity)

366024 A thin hollow sphere of mass \(m\) is completely filled with a liquid of mass \(m\). When the sphere rolls with a velocity \(v\), kinetic energy of the system is (neglect friction)

366025 A spherical shell rolls on a table without slipping. What is the percentage of its K.E which is rotational?

366026 A thin rod \(\mathrm{AB}\) is sliding between two fixed right angled surfaces. At some instant its angular velocity is \(\omega\). If \(I_{x}\) represent moment of inertia of the rod about an axis perpendicular to the plane \((A, B, C \& D)\) and passing through the point \(\mathrm{D}\) the kinetic energy of the rod is :

366027 A solid cylinder of radius \(R\) and mass \(M\) rolls down an inclined plane of height \(h\). When it reaches the bottom of the plane, its rotational kinetic energy is ( \(g{\rm{ }} = \) acceleration due to gravity)

366024 A thin hollow sphere of mass \(m\) is completely filled with a liquid of mass \(m\). When the sphere rolls with a velocity \(v\), kinetic energy of the system is (neglect friction)

366025 A spherical shell rolls on a table without slipping. What is the percentage of its K.E which is rotational?

366026 A thin rod \(\mathrm{AB}\) is sliding between two fixed right angled surfaces. At some instant its angular velocity is \(\omega\). If \(I_{x}\) represent moment of inertia of the rod about an axis perpendicular to the plane \((A, B, C \& D)\) and passing through the point \(\mathrm{D}\) the kinetic energy of the rod is :

366027 A solid cylinder of radius \(R\) and mass \(M\) rolls down an inclined plane of height \(h\). When it reaches the bottom of the plane, its rotational kinetic energy is ( \(g{\rm{ }} = \) acceleration due to gravity)

366024 A thin hollow sphere of mass \(m\) is completely filled with a liquid of mass \(m\). When the sphere rolls with a velocity \(v\), kinetic energy of the system is (neglect friction)

366025 A spherical shell rolls on a table without slipping. What is the percentage of its K.E which is rotational?

366026 A thin rod \(\mathrm{AB}\) is sliding between two fixed right angled surfaces. At some instant its angular velocity is \(\omega\). If \(I_{x}\) represent moment of inertia of the rod about an axis perpendicular to the plane \((A, B, C \& D)\) and passing through the point \(\mathrm{D}\) the kinetic energy of the rod is :

366027 A solid cylinder of radius \(R\) and mass \(M\) rolls down an inclined plane of height \(h\). When it reaches the bottom of the plane, its rotational kinetic energy is ( \(g{\rm{ }} = \) acceleration due to gravity)