366015 A ring A is initially rolling without sliding with a velocity \(v\) on the horizontal surface of the body B (of same mass as A). All surfaces are smooth. \(B\) has no initial velocity. What will be the maximum height reached by A on \(\mathrm{B}\) ?

366016 The speed of a homogeneous solid sphere after rolling down an inclined plane of vertical height \(h\), from rest without sliding, is

366017 Assertion :
The total kinetic energy of a rolling solid sphere is the sum of translational and rotational kinetic energies.
Reason :
For all solid bodies, total kinetic energy is always twice of translational kinetic energy.

366018 A solid sphere of mass \(1\,\;kg\), radius \(10\,\;cm\) rolls down an inclined plane of height \(7\;\,m\). The velocity of its centre as it reaches the ground level is

366015 A ring A is initially rolling without sliding with a velocity \(v\) on the horizontal surface of the body B (of same mass as A). All surfaces are smooth. \(B\) has no initial velocity. What will be the maximum height reached by A on \(\mathrm{B}\) ?

366016 The speed of a homogeneous solid sphere after rolling down an inclined plane of vertical height \(h\), from rest without sliding, is

366017 Assertion :
The total kinetic energy of a rolling solid sphere is the sum of translational and rotational kinetic energies.
Reason :
For all solid bodies, total kinetic energy is always twice of translational kinetic energy.

366018 A solid sphere of mass \(1\,\;kg\), radius \(10\,\;cm\) rolls down an inclined plane of height \(7\;\,m\). The velocity of its centre as it reaches the ground level is

366015 A ring A is initially rolling without sliding with a velocity \(v\) on the horizontal surface of the body B (of same mass as A). All surfaces are smooth. \(B\) has no initial velocity. What will be the maximum height reached by A on \(\mathrm{B}\) ?

366016 The speed of a homogeneous solid sphere after rolling down an inclined plane of vertical height \(h\), from rest without sliding, is

366017 Assertion :
The total kinetic energy of a rolling solid sphere is the sum of translational and rotational kinetic energies.
Reason :
For all solid bodies, total kinetic energy is always twice of translational kinetic energy.

366018 A solid sphere of mass \(1\,\;kg\), radius \(10\,\;cm\) rolls down an inclined plane of height \(7\;\,m\). The velocity of its centre as it reaches the ground level is

366015 A ring A is initially rolling without sliding with a velocity \(v\) on the horizontal surface of the body B (of same mass as A). All surfaces are smooth. \(B\) has no initial velocity. What will be the maximum height reached by A on \(\mathrm{B}\) ?

366016 The speed of a homogeneous solid sphere after rolling down an inclined plane of vertical height \(h\), from rest without sliding, is

366017 Assertion :
The total kinetic energy of a rolling solid sphere is the sum of translational and rotational kinetic energies.
Reason :
For all solid bodies, total kinetic energy is always twice of translational kinetic energy.

366018 A solid sphere of mass \(1\,\;kg\), radius \(10\,\;cm\) rolls down an inclined plane of height \(7\;\,m\). The velocity of its centre as it reaches the ground level is