AP Physics 1 MCQ Practice by Topic 2027
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Kinetic & Static Friction Practice
All questions are original. Check each answer for immediate feedback and explanation, then use the lesson link inside the explanation when a concept needs repair.
A block slides on a surface with μ_k = 0.2 and normal force 100 N. What is the kinetic-friction magnitude?
Correct answer: A. For sliding surfaces, f_k = μ_k N.
A block slides on a surface with μ_k = 0.25 and normal force 100 N. What is the kinetic-friction magnitude?
Correct answer: A. For sliding surfaces, f_k = μ_k N.
A block slides on a surface with μ_k = 0.3 and normal force 100 N. What is the kinetic-friction magnitude?
Correct answer: A. For sliding surfaces, f_k = μ_k N.
A block slides on a surface with μ_k = 0.35 and normal force 100 N. What is the kinetic-friction magnitude?
Correct answer: A. For sliding surfaces, f_k = μ_k N.
A block slides on a surface with μ_k = 0.4 and normal force 100 N. What is the kinetic-friction magnitude?
Correct answer: A. For sliding surfaces, f_k = μ_k N.
A block slides on a surface with μ_k = 0.45 and normal force 100 N. What is the kinetic-friction magnitude?
Correct answer: A. For sliding surfaces, f_k = μ_k N.
A block remains at rest while a horizontal force of 12 N is applied. The maximum static friction is 24 N. What is the actual static-friction magnitude?
Correct answer: A. Static friction adjusts as needed up to its maximum; it is not automatically μ_sN.
A block remains at rest while a horizontal force of 14 N is applied. The maximum static friction is 28 N. What is the actual static-friction magnitude?
Correct answer: A. Static friction adjusts as needed up to its maximum; it is not automatically μ_sN.
A block remains at rest while a horizontal force of 16 N is applied. The maximum static friction is 32 N. What is the actual static-friction magnitude?
Correct answer: A. Static friction adjusts as needed up to its maximum; it is not automatically μ_sN.
A block remains at rest while a horizontal force of 18 N is applied. The maximum static friction is 36 N. What is the actual static-friction magnitude?
Correct answer: A. Static friction adjusts as needed up to its maximum; it is not automatically μ_sN.
A block remains at rest while a horizontal force of 20 N is applied. The maximum static friction is 40 N. What is the actual static-friction magnitude?
Correct answer: A. Static friction adjusts as needed up to its maximum; it is not automatically μ_sN.
A block remains at rest while a horizontal force of 22 N is applied. The maximum static friction is 44 N. What is the actual static-friction magnitude?
Correct answer: A. Static friction adjusts as needed up to its maximum; it is not automatically μ_sN.
A car tire rolls without slipping while the car accelerates forward at about 1 m/s². Which type of friction can act at the tire-road contact?
Correct answer: A. No slipping means the surfaces are not sliding relative to each other at the contact, so friction can be static.
A car tire rolls without slipping while the car accelerates forward at about 2 m/s². Which type of friction can act at the tire-road contact?
Correct answer: A. No slipping means the surfaces are not sliding relative to each other at the contact, so friction can be static.
A car tire rolls without slipping while the car accelerates forward at about 3 m/s². Which type of friction can act at the tire-road contact?
Correct answer: A. No slipping means the surfaces are not sliding relative to each other at the contact, so friction can be static.
A car tire rolls without slipping while the car accelerates forward at about 4 m/s². Which type of friction can act at the tire-road contact?
Correct answer: A. No slipping means the surfaces are not sliding relative to each other at the contact, so friction can be static.
A car tire rolls without slipping while the car accelerates forward at about 5 m/s². Which type of friction can act at the tire-road contact?
Correct answer: A. No slipping means the surfaces are not sliding relative to each other at the contact, so friction can be static.
A car tire rolls without slipping while the car accelerates forward at about 6 m/s². Which type of friction can act at the tire-road contact?
Correct answer: A. No slipping means the surfaces are not sliding relative to each other at the contact, so friction can be static.
A box slides to the right at 2 m/s across a stationary rough floor. What is the direction of the kinetic friction on the box?
Correct answer: A. Kinetic friction opposes the relative sliding motion of the contacting surfaces.
A box slides to the right at 3 m/s across a stationary rough floor. What is the direction of the kinetic friction on the box?
Correct answer: A. Kinetic friction opposes the relative sliding motion of the contacting surfaces.
A box slides to the right at 4 m/s across a stationary rough floor. What is the direction of the kinetic friction on the box?
Correct answer: A. Kinetic friction opposes the relative sliding motion of the contacting surfaces.
A box slides to the right at 5 m/s across a stationary rough floor. What is the direction of the kinetic friction on the box?
Correct answer: A. Kinetic friction opposes the relative sliding motion of the contacting surfaces.
A box slides to the right at 6 m/s across a stationary rough floor. What is the direction of the kinetic friction on the box?
Correct answer: A. Kinetic friction opposes the relative sliding motion of the contacting surfaces.
A box slides to the right at 7 m/s across a stationary rough floor. What is the direction of the kinetic friction on the box?
Correct answer: A. Kinetic friction opposes the relative sliding motion of the contacting surfaces.
For a contact with μ_s = 0.3, which statement about static friction is correct?
Correct answer: A. The static-friction magnitude is whatever is required to prevent slipping, up to f_s,max = μ_sN.
For a contact with μ_s = 0.35, which statement about static friction is correct?
Correct answer: A. The static-friction magnitude is whatever is required to prevent slipping, up to f_s,max = μ_sN.
For a contact with μ_s = 0.4, which statement about static friction is correct?
Correct answer: A. The static-friction magnitude is whatever is required to prevent slipping, up to f_s,max = μ_sN.
For a contact with μ_s = 0.45, which statement about static friction is correct?
Correct answer: A. The static-friction magnitude is whatever is required to prevent slipping, up to f_s,max = μ_sN.
For a contact with μ_s = 0.5, which statement about static friction is correct?
Correct answer: A. The static-friction magnitude is whatever is required to prevent slipping, up to f_s,max = μ_sN.
For a contact with μ_s = 0.55, which statement about static friction is correct?
Correct answer: A. The static-friction magnitude is whatever is required to prevent slipping, up to f_s,max = μ_sN.
A pulling force on a block is directed 10° above horizontal. All else equal, what can happen to the friction magnitude compared with a purely horizontal pull?
Correct answer: A. An upward pull can reduce N; since friction scales with N, the available/kinetic friction can decrease.
A pulling force on a block is directed 15° above horizontal. All else equal, what can happen to the friction magnitude compared with a purely horizontal pull?
Correct answer: A. An upward pull can reduce N; since friction scales with N, the available/kinetic friction can decrease.
A pulling force on a block is directed 20° above horizontal. All else equal, what can happen to the friction magnitude compared with a purely horizontal pull?
Correct answer: A. An upward pull can reduce N; since friction scales with N, the available/kinetic friction can decrease.
A pulling force on a block is directed 25° above horizontal. All else equal, what can happen to the friction magnitude compared with a purely horizontal pull?
Correct answer: A. An upward pull can reduce N; since friction scales with N, the available/kinetic friction can decrease.
A pulling force on a block is directed 30° above horizontal. All else equal, what can happen to the friction magnitude compared with a purely horizontal pull?
Correct answer: A. An upward pull can reduce N; since friction scales with N, the available/kinetic friction can decrease.
A pulling force on a block is directed 35° above horizontal. All else equal, what can happen to the friction magnitude compared with a purely horizontal pull?
Correct answer: A. An upward pull can reduce N; since friction scales with N, the available/kinetic friction can decrease.
A block rests on a rough 15° incline without sliding. Which direction does static friction point?
Correct answer: A. Static friction opposes impending relative motion, so its direction must be inferred from the other forces and the tendency to slip.
A block rests on a rough 20° incline without sliding. Which direction does static friction point?
Correct answer: A. Static friction opposes impending relative motion, so its direction must be inferred from the other forces and the tendency to slip.
A block rests on a rough 25° incline without sliding. Which direction does static friction point?
Correct answer: A. Static friction opposes impending relative motion, so its direction must be inferred from the other forces and the tendency to slip.
A block rests on a rough 30° incline without sliding. Which direction does static friction point?
Correct answer: A. Static friction opposes impending relative motion, so its direction must be inferred from the other forces and the tendency to slip.
A block rests on a rough 35° incline without sliding. Which direction does static friction point?
Correct answer: A. Static friction opposes impending relative motion, so its direction must be inferred from the other forces and the tendency to slip.
A block rests on a rough 40° incline without sliding. Which direction does static friction point?
Correct answer: A. Static friction opposes impending relative motion, so its direction must be inferred from the other forces and the tendency to slip.