Momentum
In considering action-reaction pairs involving Earth and an astronaut in a space station, which of the following is true about the magnitudes of these forces exerted on each other according to the principle of conservation of momentum?
One pair is greater than the other due to the difference in mass of those involved in the action-reaction pair.
They are equal in magnitude and opposite in direction since every action has an opposite reaction per Newton's Third Law of Motion.
The reaction force is slightly less strong in the opposite direction to conserve momentum and allow for the exchange between the bodies without violation.
It depends on the relative motion of the station and astronaut with respect to Earth.
What is conserved when a collision between two objects is perfectly elastic?
Momentum and kinetic energy
Kinetic energy only
Thermal energy
Momentum only
What is the unit of momentum in the International System of Units (SI)?
Joule (J)
Newton (N)
Watt (W)
Kilogram meter per second (kg·m/s)
A 2 kg ball moving with a velocity of 4 m/s collides with a stationary 3 kg ball in an elastic collision; which of the following best describes the speed of the 3 kg ball after the collision if momentum is conserved?
More than 4 m/s.
The speed cannot be determined from this information.
Less than 4 m/s.
Exactly 4 m/s.
What are the units for momentum?
kgm/s^2
N/m
m/s
kgm/s
A satellite orbits Earth at a certain altitude above its surface; how would increasing this altitude influence the satellite speed required for a stable orbit assuming the orbital path remains circular?
Speed stays the same despite changes in altitude; the system's preservation of total mechanical energy dictates constant velocity increase potential decreases kinetic counterpart.
Reducing slows down the satellite and it falls back towards the planet due to a lower possible escape velocity.
Increasing results in higher speed because it is further away from the gravitational source, thus requiring faster travel to overcome its weaker pull.
Satellite speed decreases with increased altitude due to an increase in radius, reducing the need for velocity to achieve the centripetal acceleration necessary to maintain orbit stability.
Which scenario would result in no change in momentum for a system consisting of two gliders A and B on an air track?
An external constant force acts only on glider A without interacting with B.
Glider A receives an impulse from an external source but transfers it completely to B.
Glider A accelerates due to its own propulsion mechanism affecting only itself.
Glider A exerts a force on B for time t, while simultaneously glider B exerts an equal force on A for time t.

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What happens to the total momentum of two objects after they collide and stick together?
It becomes zero.
It increases after collision.
It remains the same as before the collision.
It decreases after collision.
What happens to the total momentum when no external forces act upon it?
False
True
What happens to the total momentum of a closed system when no external forces act on it?
The total momentum remains constant.
The total momentum gradually decreases to zero.
The total momentum fluctuates unpredictably.
The total momentum increases over time.