Consider a gravity free hall in which a tray of mas M, carrying a cubical block of icce of mas m and edge L, is at rest in the middle.. If the ice melts, by what distnce does the centre of mass of the tray plus the ice system descend?

Consider a gravity free hall in which a tray of mas M, carrying a cubical block of ice of mass m and edge L, is at rest in the middle.. If the ice melts, by what distance does the centre of mass of the tray plus the ice system descend?

Consider a gravity free hall in which a tray of mas M, carrying a cubical block of ice of mass m and edge L, is at rest in the middle.. If the ice melts, by what distance does the centre of mass of the tray plus the ice system descend?

A cubical block of ice of mass m and edge L is placed in a large tray of mass M. If the ice melts, how far does the centre of mass of the system ''ice plus tray'' come down?

A cubical block of ice of mass m and edge L is placed in a large tray of mass M. If the ice melts, how far does the centre of mass of the system ''ice plus tray'' come down?

A cubical block of ice of maas m and edge L is placed in a large tray of maas M. If the ie melts, how far does the centre of maas of the system ''ice plus tray'' come down?

The ballon the light rope and the monkey shown in figure are at rest in the air. If the monkey reaches the top of the rope, by what distnce does the ballon descend? Mass of the ballon =M mass of the monkey =m and the length of the rope ascended by the monkey =L

The ballon the light rope and the monkey shown in figure are at rest in the air. If the monkey reaches the top of the rope, by what distnce does the ballon descend? Mass of the ballon =M mass of the monkey =m and the length of the rope ascended by the monkey =L

The ballon the light rope and the monkey shown in figure are at rest in the air. If the monkey reaches the top of the rope, by what distnce does the ballon descend? Mass of the ballon =M mass of the monkey =m and the length of the rope ascended by the monkey =L

Two beads each of mass m are fixed on a light rigid rod of length 2l which is free to rotate in a horizontal plane. The bead on the far end is given some velocity upsilon as shown in the figure. If K_(cm) represents the kinetic energy of the centre of mass of the system and K_(R) represents the rotational kinetic energy of the system, then what is the value of (K_(cm))/(K_(R)) ?