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Questions and Answers
What is the direction and velocity of the third fragment after the explosion?
What is the direction and velocity of the third fragment after the explosion?
- 100 m/s in the horizontal direction
- 300 m/s in the horizontal direction
- 300 m/s at an angle of 60° with the horizontal (correct)
- None of the above
What is the kinetic energy of the residual nucleus after the collision?
What is the kinetic energy of the residual nucleus after the collision?
- 3E/103 (correct)
- E/103
- E/206
- 2E/103
What is the velocity of ball B after it collides with ball A?
What is the velocity of ball B after it collides with ball A?
- 0.15 m/sec (correct)
- 1.5 m/sec
- -0.15 m/sec
- None of the above
What is the velocity of the piece that has a mass of m/4 after a shell of mass m breaks into 2 pieces?
What is the velocity of the piece that has a mass of m/4 after a shell of mass m breaks into 2 pieces?
What happens to the mass ratio M/m after an elastic collision if the mass m has a speed that is a third of its initial speed?
What happens to the mass ratio M/m after an elastic collision if the mass m has a speed that is a third of its initial speed?
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Study Notes
Projectile Motion and Fragmentation
- A cannonball is fired at 200 m/s at an angle of 60° above the horizontal.
- At the highest point of its trajectory, it explodes into three equal fragments.
- One fragment moves vertically upwards at 100 m/s, another downwards at 100 m/s.
- The third fragment's velocity is 100 m/s horizontally.
Nuclear Reactions
- A stationary radioactive nucleus of mass 210 units decays into an alpha particle (mass 4 units) and a residual nucleus (mass 206 units).
- The kinetic energy of the residual nucleus is a fraction of E, expressed as E/206, 3E/103, 2E/103, or E/103.
Elastic Collisions
- Two solid rubber balls, A and B, are in motion towards each other, with A at 0.3 m/s.
- After colliding, both balls come to rest.
- The possible velocity of ball B before the collision could be 0.15 m/s, 1.5 m/s, -0.15 m/s, or none.
Fragmentation of a Shell
- A mass m shell moving with velocity v breaks into two pieces, where one piece (mass m/4) remains stationary.
- The velocity of the other piece will be proportional to 2v.
Collision Outcomes
- When a body of mass m collides with a stationary body of mass M and undergoes an elastic collision, m achieves a speed that is one-third of its initial speed.
- The ratio of masses M to m is to be determined as part of the result after collision.
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