Dynamics
What does Newton's Second Law state about the relationship between force, mass, and acceleration?
Mass equals force divided by acceleration.
Force equals mass times acceleration.
Acceleration equals force divided by mass.
Force is inversely proportional to the product of mass and acceleration.
A 10 kg mass is falling with air resistance. Calculate the force from air resistance once the object reaches terminal velocity.
196 N downwards
49 N downwards
0 N downwards
98 N downwards
What implication can conjecture about system comprising dual spheres suspended by single string passing over pulley varying densities assume density sphere equal volume another doubled?
Provided system initially rest starts motion spontaneously under own weight disparity denseness induces rotational tendency around fulcrum attributing heavier spheroid lowermost positioning inevitably
Faulty guess tertiary gravitating lesser dense globe upwards result intensified other sphere adjusts stable orientation eventually reached
Misjudged reply primary elevating lighter orb downwards consequence enhanced denser counterpart amends equilibrium stance attained eventually
Erroneous alternative secondary superior globule descends owing extra denseness inferring balance condition reestablishes subsequently
In the absence of air resistance, what type of energy does a ball thrown upwards primarily convert its initial kinetic energy into?
Nuclear energy
Gravitational potential energy
Electrical energy
Thermal energy
What units are used to measure force in the International System of Units?
meters per second squared
joules
kilograms
newtons
What change occurs in an object when a balanced set of forces acts upon it?
The object continues moving at a constant velocity or remains at rest.
The object immediately comes to rest regardless of previous motion.
There is uniform acceleration in the direction of applied forces.
There will be increasing acceleration in the opposite direction of applied forces
A block of mass is pushed across a frictionless surface by a horizontal force ; if the force were doubled, what would be the change in the block's acceleration?
The acceleration would also double.
The acceleration would increase by a factor of .
The acceleration would remain unchanged.
The acceleration would quadruple.

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How would tripling both masses affect between them while maintaining same coefficient kinetic friction?
Frictional force triples
It halves
It reduces to a third
It has no change
In an isolated system, a moving cart collides elastically with an identical stationary cart; what is true about their velocities after the collision?
The initially moving cart stops, and the initially stationary cart moves at the original speed.
Both carts move together at half of the initial velocity.
Both carts come to a complete stop after colliding.
The initially moving cart continues at its original velocity, and the second one remains stationary.
If you increase only the mass of an orbiting satellite while keeping its orbital radius constant around Earth, how will this affect its acceleration due to gravity?
It decreases since heavier objects resist changes in motion more than lighter ones.
It doubles since doubling the mass doubles the acceleration in F=ma relationship.
It increases because more massive objects have higher accelerations for given forces.
It will not change because acceleration due to gravity depends on radius but not mass.