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?

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?

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?

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?

A cubical ice block of side length 'a' is floating in water in a beaker. Find the change in height of the centre of mass of (water+ice) system when the ice block melts completely. It is given that ratio of mass of water to mass of ice originally in the containe is 4:1.

A cubical block of mass m and edge a slides down a rough inclned plane of inclination theta with a uniform speed. Find the torque of the normal force acting on the block about its centre.