Systems of Particles & Linear Momentum
If the gravitational constant (G) were to be hypothetically increased, which of the following would be a consequence for a satellite in orbit around Earth?
The satellite's mass would effectively increase, causing it to spiral away from Earth.
The orbital speed of the satellite would decrease while maintaining its current altitude.
The satellite would need to orbit closer to Earth to maintain its current orbital period.
There would be no change in the satellite's orbit as G does not affect orbital mechanics.
What happens to the momentum of a system when an external force acts on it for a certain period?
It changes by an amount equal to the impulse delivered.
It decreases inversely with time.
It increases exponentially with time.
It remains constant because momentum is always conserved.
When two objects collide and stick together, experiencing a perfectly inelastic collision, which quantity is conserved?
Velocity of each object
Kinetic energy
Total mechanical energy
Total linear momentum
Two carts of masses and initially at rest on a frictionless surface collide and stick together; if the final velocity of the combined carts is , what was the speed of the more massive cart before collision?
m/s
m/s
m/s
0 m/s
What is required for a collision to be classified as elastic in terms of kinetic energy?
A conversion of kinetic energy into potential energy.
The total kinetic energy before and after the collision is conserved.
A decrease in kinetic energy due to internal friction.
An increase in kinetic energy due to external work.
What can we say about forces during a two-object interaction if we observe that their momenta change?
Only one object exerts force on another one.
Forces must be equal in magnitude but opposite direction between them.
Forces do not exist between them.
Forces are always repulsive.
A small car collides head-on with a large truck; if both vehicles come to a halt immediately after impact, how does their combined momentum just before impact compare to that just after impact?
It decreases.
It increases.
It reverses direction.
It remains unchanged.

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What happens to the total linear momentum in a system when two ice skaters push off from each other?
It becomes zero as one skater's gain in momentum equals the other's loss.
It remains constant because they exert equal and opposite forces on each other.
It increases as they move apart due to their individual momenta adding up.
It decreases since they start moving in opposite directions, cancelling out some momenta.
When a bullet embeds into a block resting on a frictionless surface causing them to move together post-collision what property primarily determines the block's final velocity?
The angle at which bullet strikes the block.
The bullet’s initial momentum.
The gravitational pull on the bullet-block system.
The block's material properties.
How might you adjust center-of-mass calculation demonstrations so they effectively test students’ ability to apply concepts of energy conservation in cases where kinetic energy is not conserved because external work is being done on the systems involved?
Using colored smoke trails to trace the path of motion and visually distinguish instances where external work is being applied.
Substituting standard weights with hooked weights of differing materials, despite similar masses, to ensure a distinction due to the merely weight type.
Increasing the loudness of sounds produced by contacts between objects to ascertain whether sound level correlates with the loss of kinetic energy.
Implementing a device that continuously applies force in a direction perpendicular to the initial velocity vector of the moving object throughout the demonstration.