Practice Question
1. State the principle of conservation of momentum.
In a closed system, the total momentum before an event is equal to the total momentum after the event.
2. Use the image below to help you answer the following question
Carriage 1 is moving forward at 15m/s and strikes carriage 2 which is stationary. After the collision both carriage move along together. Calculate the velocity of both carriages after the collision.
Momentum = mass x velocity
Before the collision
Carriage 1 = 1200kg x 15m/s = 18000 kg m/s
Carriage 2 = 1200kg x 0 m/s = 0 kg m/s
Total momentum before the collision = 18000 + 0 = 18000 kg m/s
Conservation of momentum states that the total momentum before a collision is equal to the total momentum after the collision.
Total momentum after the collision = 18000 kg m/s
Velocity = momentum/mass
Total mass of 2 carriages = 1200kg + 1200kg = 2400kg
Velocity = 18000/2400 = 7.5m/s
3. Use the image below to answer the following question
A cannon of mass 2000kg, fires a cannonball of mass 200kg with a forward velocity of 10m/s. Calculate the recoil velocity of the cannon.
Momentum = mass x velocity
Momentum of cannon ball = 200kg x 10m/s = 2000 kg m/s
Principle of momentum applies here, so in this case the forward momentum will equal the backward momentum.
Therefore the cannon has a backward momentum of -2000 kg m/s.
Recoil velocity of cannon = momentum/mass
Recoil velocity of cannon = -2000/2000 = -1m/s
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JJ Thomson and Plum pudding model
Ernest Rutherford and the Nuclear Model
Niels Bohr changing the Nuclear Model
Discovering the Proton and Neutron
Measuring radiation from radioactivity
Radiation types and properties
Random nature of radioactive decay
Radioactive contamination or irradiation
Hazards of contamination and irradiation
Studies on the effects of radiation on humans
Different half lives of radioactive isotopes
Nuclear Fission Chain Reaction
Writing nuclear fission equations
Accordion Content
Accordion Content