A toy is made of a rectangular wooden frame with four small wheels at its vertices. A tight fitting belt of negligible mass runs around the frame passing over the wheels. Mass of the completetoy is M. Now a small block of mass m is stuck at the top of the right vertical segment of the belt and the system is released. Height of the toy is h. Find the speed of the block when it is about to hit the ground. Assume no slipping anywhere and neglect the dimension of the wheels

A toy is made of a rectangular wooden frame with four small wheels at

1.	A toy is made of a rectangular wooden frame with four small wheels at its vertices. A tight fitting belt of negligible mass runs around the frame passing over the wheels. Mass of the completetoy is M. Now a small block of mass m is stuck at the top of the right vertical segment of the belt and the system is released. Height of the toy is h. Find the speed of the block when it is about to hit the ground. Assume no slipping anywhere and neglect the dimension of the wheels
Answer» ANSWER :`2sqrt((MGH)/(2m+M))`