A small block of mass m is pushed on a smooth track from position A with a velocity `2sqrt5` times the minimum velocity required to reach point D. The block will leave the contact with track at the point where normal force between them becomes zero.

At what angle `theta` with horizontal does the block gets separated from the track?

A small block of mass m is pushed on a smooth track from position A with a velocity (2)/(sqrt(5)) times the minimum velocity required to reach point D. The block will leave the contact with track at the point where normal force between them becomes zero. Q. At what angle theta with horizontal does the block gets separated from the track?

A small block of mass m is pushed on a smooth track from position A with a velocity 2sqrt5 times the minimum velocity required to reach point D. The block will leave the contact with track at the point where normal force between them becomes zero. Find where the maximum contact force occurs between the block and the track.

A small block of mass m is pushed on a smooth track from position A with a velocity 2sqrt5 times the minimum velocity required to reach point D. The block will leave the contact with track at the point where normal force between them becomes zero. Find where the maximum contact force occurs between the block and the track.

A small block of mass m is pushed on a smooth track from position A with a velocity (2)/(sqrt(5)) times the minimum velocity required to reach point D. The block will leave the contact with track at the point where normal force between them becomes zero. Q. Find where the maximum contact force occurs betwee the block and the track .

A small block of mass m is pushed on a smooth track from position A with a velocity (2)/(sqrt(5)) times the minimum velocity required to reach point D. The block will leave the contact with track at the point where normal force between them becomes zero. Q. When the block reaches the point B, what is the direction (in terms of angle with horizontal) of acceleration of the block?

A small block of mass m is pushed on a smooth track from position A with a velocity (2)/(sqrt(5)) times the minimum velocity required to reach point D. The block will leave the contact with track at the point where normal force between them becomes zero. Q. When the block reaches the point B, what is the direction (in terms of angle with horizontal) of acceleration of the block?

A small block of mass m is pushed towards a movable wedge of mass etam and height h with initial velocity u.All surface are smooth. The minimum value of u for which the block will reach the top of the wedge:

A block of mass m is projected on a smooth horizontal circular track with velocity v what is the average normal force exered by the circular walls on the block during motion A to B?