365891 Assertion :
Moment of inertia of uniform disc and solid cylinder of equal mass and equal radius about an axis passing through centre and perpendicular to the plane will be same.
Reason :
Moment of inertia depends upon distribution of mass from the axis of rotation, i.e., perpendicular distance from the axis.

365892 The moment of inertia of a square lamina about the perpendicular axis through its centre of mass is \(20\;kg{\rm{ - }}{m^2}\). Then, its moment of inertia about an axis touching its side and in the plane of the lamina will be:

365893 Assertion :
Moment of inertia plays the same role in rotational motion, as mass plays in linear motion.
Reason :
Moment of inertia depends only on mass of the body.

365894 Four small balls are placed at the corner of a square of length \(\ell\). Evaluate MOI of system about a line passing through \(A\) and parallel to BD.

365895 Weights of \(1\,kg\) and \(4\,kg\) respectively are placed on the marks of \(20\,cm\) and \(70\,cm\) of a light meter scale. The Moment of inertia in \({\left({kg} {m}^{2}\right)}\) about the vertical axis through \({O}\) will be

365891 Assertion :
Moment of inertia of uniform disc and solid cylinder of equal mass and equal radius about an axis passing through centre and perpendicular to the plane will be same.
Reason :
Moment of inertia depends upon distribution of mass from the axis of rotation, i.e., perpendicular distance from the axis.

365892 The moment of inertia of a square lamina about the perpendicular axis through its centre of mass is \(20\;kg{\rm{ - }}{m^2}\). Then, its moment of inertia about an axis touching its side and in the plane of the lamina will be:

365893 Assertion :
Moment of inertia plays the same role in rotational motion, as mass plays in linear motion.
Reason :
Moment of inertia depends only on mass of the body.

365894 Four small balls are placed at the corner of a square of length \(\ell\). Evaluate MOI of system about a line passing through \(A\) and parallel to BD.

365895 Weights of \(1\,kg\) and \(4\,kg\) respectively are placed on the marks of \(20\,cm\) and \(70\,cm\) of a light meter scale. The Moment of inertia in \({\left({kg} {m}^{2}\right)}\) about the vertical axis through \({O}\) will be

365891 Assertion :
Moment of inertia of uniform disc and solid cylinder of equal mass and equal radius about an axis passing through centre and perpendicular to the plane will be same.
Reason :
Moment of inertia depends upon distribution of mass from the axis of rotation, i.e., perpendicular distance from the axis.

365892 The moment of inertia of a square lamina about the perpendicular axis through its centre of mass is \(20\;kg{\rm{ - }}{m^2}\). Then, its moment of inertia about an axis touching its side and in the plane of the lamina will be:

365893 Assertion :
Moment of inertia plays the same role in rotational motion, as mass plays in linear motion.
Reason :
Moment of inertia depends only on mass of the body.

365894 Four small balls are placed at the corner of a square of length \(\ell\). Evaluate MOI of system about a line passing through \(A\) and parallel to BD.

365895 Weights of \(1\,kg\) and \(4\,kg\) respectively are placed on the marks of \(20\,cm\) and \(70\,cm\) of a light meter scale. The Moment of inertia in \({\left({kg} {m}^{2}\right)}\) about the vertical axis through \({O}\) will be

365891 Assertion :
Moment of inertia of uniform disc and solid cylinder of equal mass and equal radius about an axis passing through centre and perpendicular to the plane will be same.
Reason :
Moment of inertia depends upon distribution of mass from the axis of rotation, i.e., perpendicular distance from the axis.

365892 The moment of inertia of a square lamina about the perpendicular axis through its centre of mass is \(20\;kg{\rm{ - }}{m^2}\). Then, its moment of inertia about an axis touching its side and in the plane of the lamina will be:

365893 Assertion :
Moment of inertia plays the same role in rotational motion, as mass plays in linear motion.
Reason :
Moment of inertia depends only on mass of the body.

365894 Four small balls are placed at the corner of a square of length \(\ell\). Evaluate MOI of system about a line passing through \(A\) and parallel to BD.

365895 Weights of \(1\,kg\) and \(4\,kg\) respectively are placed on the marks of \(20\,cm\) and \(70\,cm\) of a light meter scale. The Moment of inertia in \({\left({kg} {m}^{2}\right)}\) about the vertical axis through \({O}\) will be

365891 Assertion :
Moment of inertia of uniform disc and solid cylinder of equal mass and equal radius about an axis passing through centre and perpendicular to the plane will be same.
Reason :
Moment of inertia depends upon distribution of mass from the axis of rotation, i.e., perpendicular distance from the axis.

365892 The moment of inertia of a square lamina about the perpendicular axis through its centre of mass is \(20\;kg{\rm{ - }}{m^2}\). Then, its moment of inertia about an axis touching its side and in the plane of the lamina will be:

365893 Assertion :
Moment of inertia plays the same role in rotational motion, as mass plays in linear motion.
Reason :
Moment of inertia depends only on mass of the body.

365894 Four small balls are placed at the corner of a square of length \(\ell\). Evaluate MOI of system about a line passing through \(A\) and parallel to BD.

365895 Weights of \(1\,kg\) and \(4\,kg\) respectively are placed on the marks of \(20\,cm\) and \(70\,cm\) of a light meter scale. The Moment of inertia in \({\left({kg} {m}^{2}\right)}\) about the vertical axis through \({O}\) will be