A cylinder of mass $M$ and radius $r$ is mounted on a frictionless axle over a well. A rope of negligible mass is wrapped around the cylinder and a bucket of mass $m$ is suspended from the rope. The linear acceleration of the bucket will be
$\frac{{Mg}}{{M + 2m}}$
$\frac{{2Mg}}{{m + 2M}}$
$\frac{{Mg}}{{2M + m}}$
$\frac{{2mg}}{{M + 2m}}$
Why does the internal forces acting on the centre of mass of the system be neglected ?
"In pure translation motion velocity of every particle of body at any instant" is what? Equal or unequal ?
Explain with illustration the pure translation and combination of translation and rotation motion of rigid body.
Write the Newton's second law for rotational motion about a fixed axis.
Define mechanical advantage in lever.