All AP Physics 1 Resources
Example Questions
Example Question #1 : Newton's First Law
A spaceship travels in the vacuum of space at a constant speed of .
Ignoring any gravitational forces, what is the net force on the spaceship?
In a vacuum, there is no friction due to air resistance. Newton's first law states that an object in motion stays in motion unless acted upon by a net force. Thus the spaceship will travel at the constant speed (zero acceleration) of indefinitely and the net force on the spaceship must be zero. This can also be shown mathematically:
Example Question #2 : Fundamentals Of Force And Newton's Laws
You are traveling on an airplane at constant speed of 650mph. Your friend is traveling in his car at a constant speed of 60mph. Who experiences a larger acceleration?
Your friend
Neither you nor your friend
Cannot be determined; we must know the force due to friction
You
Neither you nor your friend
Since both you and your friend are traveling at a constant speed, the acceleration of you and your friend is zero. Thus, neither you nor your friend experiences any acceleration. This can be shown mathematically using the equation for acceleration:
Since there is no change in velocity over time acceleration is zero. Also note that when acceleration is zero, so is the net force.
Example Question #831 : Ap Physics 1
You are sitting in a car, at rest, when another car rear ends your vehicle. Why do you and the passengers experience a whiplash, in terms of Newton's laws of motion?
An object at rest tends to stay at rest
Acceleration is the time derivative of velocity
None of these
A larger/more massive object means a larger inertia
An object at rest tends to stay at rest
Because an object at rest tends to stay at rest, when your car is hit your body/neck will 'want' to stay where it was. This will cause your body and neck to 'whip' as it will take time for it to speed up from being hit.
Example Question #1 : Newton's First Law
A passenger in an elevator has a mass that exerts a force of 100N downwards. He experiences a normal force upwards from the elevator's floor of 120N. What direction is he accelerating in, if at all, and at what rate?
upwards
upwards
upwards
downwards
upwards
The acceleration of the person in the elevator is determined by the net forces and his/her mass. The net force is calculated to be 20N upwards. To find the mass of the passenger, use the following formula:
Then, to find the net acceleration, use Newton's second law.
Example Question #1 : Newton's First Law
A 1675 kilogram car is moving to the right at a constant velocity of .
What is the net force exerted on the car?
Recall Newton's first law of motion: an object will remain in its state of uniform motion unless acted upon by an external force. The car's motion is described as having a constant velocity which is a uniform state so there are no external forces.
Example Question #1 : Fundamentals Of Force And Newton's Laws
A box is sliding down a plane that has a inclination angle of . Calculate the coefficient of kinetic friction if the box is moving at a constant velocity .
If the box is moving at a constant velocity, we know that the sum of the forces acting up and down the inclined plane must add to zero. If the only forces acting are gravity and friction, we can show:
We can gain information about the normal force by looking at the forces acting perpendicular to the plane, shown by:
Putting all of this together lets us write the following expression for the forces in acting along the plane, and finally, our answer:
Example Question #1 : Newton's First Law
A spacecraft is deep in space and motionless. Then, the spacecraft separates into two sections going in opposite directions. The first has a mass of and is moving with a magnitude of velocity of . The second has a mass of . Determine the magnitude of velocity of the second section.
Use conservation of momentum:
Plug in values.
Solve for :
Example Question #1 : Newton's First Law
A skydiver of mass has reached terminal velocity at . Estimate the force of wind resistance she is experiencing.
None of these
If the diver has reached terminal velocity, her acceleration is .
Thus, according to Newton's second law:
Her net force is equal to zero.
The only forces acting on her are gravity and wind resistance, which must add up to zero.
Where is pointing down and thus negative
Plug in values:
Solve for
Example Question #231 : Forces
If an object is being accelerated, what must be true about the forces acting on it?
There are no forces acting
There is only one force acting
The sum of the forces
The forces acting are perpendicular to the motion of the object
The sum of the forces
From the definition of Newton's first law, for an object to not be accelerated, . Therefore, for an object to be accelerated, .
Example Question #232 : Forces
A ball rolls off the back of a train going . Neglecting air friction, what is the horizontal speed of the ball just before it hits the ground?
More than
Approximately
Less than
Approximately
Newtons first law states than an object in motion tends to stay in motion unless acted upon by an external force. Because we are disregarding air friction, there is no external force to slow the ball down in the horizontal direction after it falls off the train. The acceleration of gravity would only affect the ball in the vertical direction.