A uniform solid cylinder of mass $M$ and radius $R$ rotates about a frictionless horizontal axle. Two similar masses suspended with the help two ropes wrapped around the cylinder. If the angular velocity of the cylinder, after the masses fall down through distance $h$, will be
$\frac{1}{R}\sqrt {8mgh/(M + 4m)} $
$\frac{1}{R}\sqrt {8mgh/(M + m)} $
$\frac{1}{R}\sqrt {mgh/(M + m)} $
$\frac{1}{R}\sqrt {8mgh/(M + 2m)} $
"In pure translation motion velocity of every particle of body at any instant" is what? Equal or unequal ?
State and explain the law of conservation of momentum of the system of particle.
What do you mean by mass element $dm$ ?
Which type of forces are responsible in explosion of chemical bomb internal or external forces ?
Define mechanical advantage in lever.