A set of identical cubical blocks lies at rest parallel to each other along a line on a smooth horizontal surface. The separation between the near surfaces of any two adjacent blocks is . The block at one end is given a speed towards the next one at time . All collision are completely elastic. Then
a) |
The last block starts moving at time |
b) |
The last block starts moving at time |
c) |
The centre of mass of the system will have a final speed |
d) |
The centre of mass of the system will have a final speed |
A set of identical cubical blocks lies at rest parallel to each other along a line on a smooth horizontal surface. The separation between the near surfaces of any two adjacent blocks is . The block at one end is given a speed towards the next one at time . All collision are completely elastic. Then
a) |
The last block starts moving at time |
b) |
The last block starts moving at time |
c) |
The centre of mass of the system will have a final speed |
d) |
The centre of mass of the system will have a final speed |
(d) Time taken by first block to reach second block Since collision is 100% elastic, now first block comes to rest and 2nd block starts moving towards the 3rd block with a velocity and takes time to reach 3rd block and so on Total time time Finally only the last th block is in motion velocity , hence final velocity of centre of mass |