Two objects of the same mass travel in opposite directions along a horizontal surface. Object X has a speed of 5ms and object Y
has a speed of 5ms, as shown in the figure. After a period of time, object X collides with object Y. In scenario 1, the objects stick together after the collision. In scenario 2, the objects do not stick together after the collision. Which of the following claims is true regarding how the outcome of scenario 1 is different from the outcome of scenario 2?
Since both objects are travelling in opposite directions at the same speed but eventually colliding with each other hence it is obvious that they are travelling in a circle.
Now, this question is regarding the conversation of momentum - elastic / in elastic collision.
Assuming the balls are in a closed system(an assumption that is consistent in your syllabus,unless stated otherwise)as the ball collides, momentum is conserved but some of the energy might be lost due to the collision either through heat / sound.
Summary:
3 types of collision.
1st type: Elastic collision - No loss in Kinetic Energy - No loss in momentum - Balls do not stick together Example: Bouncing Basketball, the ball comes back to your hand at the same height.
2nd type: Inelastic collision - Loss in kinetic energy, (heat energy when in contact) - No loss in momentum - Balls do not stick together Example: Bomb explosion.
3rd type: Perfectly Inelastic collision - Maximum amount of KE is loss - No loss in momentum - Balls stick together Example: Ballistic Pendulum
<span>At first when the car is at the datum
point where is no elevation, the kinetic energy increases while the potential
energy is zero. As it travel the path and goes upward the kinetic enrgy
decreases while the potential energy increases. When it goes down again the
kinetic enrgy increases again while the potential energy decreases </span>
