AP Physics 1 MCQ Practice by Topic 2027
Choose a topic to open its full 42-question bank. The topic links from lesson pages land directly on the matching bank, so a student reviewing Topic 1.3 is not sent to a short generic diagnostic.
How much AP Physics 1 MCQ practice is available?
There are 42 original multiple-choice questions for each of the 43 official AP Physics 1 topics, giving 1,806 topic MCQs with answers, explanations and lesson routing.
- 43 topic banks.
- 42 MCQs per topic.
- 1,806 topic MCQs total.
Choose the exact AP Physics 1 topic
All 43 official topics are available. Each MCQ bank contains 42 original questions and each FRQ bank contains four prompts aligned to the four current free-response task types.
Systems & Center of Mass 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.
Two point masses, 1 kg at x = 0 m and 3 kg at x = 4 m, form one system. Where is the center of mass?
Correct answer: A. Use the mass-weighted average position: x_cm = Σm_i x_i / Σm_i.
Two point masses, 2 kg at x = 0 m and 4 kg at x = 5 m, form one system. Where is the center of mass?
Correct answer: A. Use the mass-weighted average position: x_cm = Σm_i x_i / Σm_i.
Two point masses, 3 kg at x = 0 m and 5 kg at x = 6 m, form one system. Where is the center of mass?
Correct answer: A. Use the mass-weighted average position: x_cm = Σm_i x_i / Σm_i.
Two point masses, 4 kg at x = 0 m and 6 kg at x = 7 m, form one system. Where is the center of mass?
Correct answer: A. Use the mass-weighted average position: x_cm = Σm_i x_i / Σm_i.
Two point masses, 5 kg at x = 0 m and 7 kg at x = 8 m, form one system. Where is the center of mass?
Correct answer: A. Use the mass-weighted average position: x_cm = Σm_i x_i / Σm_i.
Two point masses, 6 kg at x = 0 m and 8 kg at x = 9 m, form one system. Where is the center of mass?
Correct answer: A. Use the mass-weighted average position: x_cm = Σm_i x_i / Σm_i.
A 2 kg cart carries a 1 kg box. A student chooses cart + box as one system. Which force is internal to that chosen system?
Correct answer: A. An interaction between two objects both inside the chosen system is internal. Forces from objects outside the boundary are external.
A 3 kg cart carries a 2 kg box. A student chooses cart + box as one system. Which force is internal to that chosen system?
Correct answer: A. An interaction between two objects both inside the chosen system is internal. Forces from objects outside the boundary are external.
A 4 kg cart carries a 3 kg box. A student chooses cart + box as one system. Which force is internal to that chosen system?
Correct answer: A. An interaction between two objects both inside the chosen system is internal. Forces from objects outside the boundary are external.
A 5 kg cart carries a 4 kg box. A student chooses cart + box as one system. Which force is internal to that chosen system?
Correct answer: A. An interaction between two objects both inside the chosen system is internal. Forces from objects outside the boundary are external.
A 6 kg cart carries a 5 kg box. A student chooses cart + box as one system. Which force is internal to that chosen system?
Correct answer: A. An interaction between two objects both inside the chosen system is internal. Forces from objects outside the boundary are external.
A 7 kg cart carries a 6 kg box. A student chooses cart + box as one system. Which force is internal to that chosen system?
Correct answer: A. An interaction between two objects both inside the chosen system is internal. Forces from objects outside the boundary are external.
Two equal masses are placed at x = −2 m and x = +2 m. Where is their center of mass?
Correct answer: A. Equal masses at symmetric positions have their center of mass at the midpoint.
Two equal masses are placed at x = −3 m and x = +3 m. Where is their center of mass?
Correct answer: A. Equal masses at symmetric positions have their center of mass at the midpoint.
Two equal masses are placed at x = −4 m and x = +4 m. Where is their center of mass?
Correct answer: A. Equal masses at symmetric positions have their center of mass at the midpoint.
Two equal masses are placed at x = −5 m and x = +5 m. Where is their center of mass?
Correct answer: A. Equal masses at symmetric positions have their center of mass at the midpoint.
Two equal masses are placed at x = −6 m and x = +6 m. Where is their center of mass?
Correct answer: A. Equal masses at symmetric positions have their center of mass at the midpoint.
Two equal masses are placed at x = −7 m and x = +7 m. Where is their center of mass?
Correct answer: A. Equal masses at symmetric positions have their center of mass at the midpoint.
A 1 kg mass and a 5 kg mass are separated on a straight line. Which qualitative statement about their center of mass is correct?
Correct answer: A. The center of mass is a mass-weighted average, so it lies closer to the heavier 5 kg mass.
A 2 kg mass and a 7 kg mass are separated on a straight line. Which qualitative statement about their center of mass is correct?
Correct answer: A. The center of mass is a mass-weighted average, so it lies closer to the heavier 7 kg mass.
A 3 kg mass and a 9 kg mass are separated on a straight line. Which qualitative statement about their center of mass is correct?
Correct answer: A. The center of mass is a mass-weighted average, so it lies closer to the heavier 9 kg mass.
A 4 kg mass and a 11 kg mass are separated on a straight line. Which qualitative statement about their center of mass is correct?
Correct answer: A. The center of mass is a mass-weighted average, so it lies closer to the heavier 11 kg mass.
A 5 kg mass and a 13 kg mass are separated on a straight line. Which qualitative statement about their center of mass is correct?
Correct answer: A. The center of mass is a mass-weighted average, so it lies closer to the heavier 13 kg mass.
A 6 kg mass and a 15 kg mass are separated on a straight line. Which qualitative statement about their center of mass is correct?
Correct answer: A. The center of mass is a mass-weighted average, so it lies closer to the heavier 15 kg mass.
A firework explodes about 80 m above the ground. If air resistance is negligible during the short explosion, what happens to the motion of the center of mass of all fragments?
Correct answer: A. Internal explosion forces change individual fragments but do not provide a net external force on the complete fragment system.
A firework explodes about 100 m above the ground. If air resistance is negligible during the short explosion, what happens to the motion of the center of mass of all fragments?
Correct answer: A. Internal explosion forces change individual fragments but do not provide a net external force on the complete fragment system.
A firework explodes about 120 m above the ground. If air resistance is negligible during the short explosion, what happens to the motion of the center of mass of all fragments?
Correct answer: A. Internal explosion forces change individual fragments but do not provide a net external force on the complete fragment system.
A firework explodes about 140 m above the ground. If air resistance is negligible during the short explosion, what happens to the motion of the center of mass of all fragments?
Correct answer: A. Internal explosion forces change individual fragments but do not provide a net external force on the complete fragment system.
A firework explodes about 160 m above the ground. If air resistance is negligible during the short explosion, what happens to the motion of the center of mass of all fragments?
Correct answer: A. Internal explosion forces change individual fragments but do not provide a net external force on the complete fragment system.
A firework explodes about 180 m above the ground. If air resistance is negligible during the short explosion, what happens to the motion of the center of mass of all fragments?
Correct answer: A. Internal explosion forces change individual fragments but do not provide a net external force on the complete fragment system.
A rigid car travels along a long straight road at about 12 m/s. Which modeling choice is best for analyzing its translational motion?
Correct answer: A. A complex system can be treated as a single object when its internal structure is not important to the macroscopic behavior being studied.
A rigid car travels along a long straight road at about 16 m/s. Which modeling choice is best for analyzing its translational motion?
Correct answer: A. A complex system can be treated as a single object when its internal structure is not important to the macroscopic behavior being studied.
A rigid car travels along a long straight road at about 20 m/s. Which modeling choice is best for analyzing its translational motion?
Correct answer: A. A complex system can be treated as a single object when its internal structure is not important to the macroscopic behavior being studied.
A rigid car travels along a long straight road at about 24 m/s. Which modeling choice is best for analyzing its translational motion?
Correct answer: A. A complex system can be treated as a single object when its internal structure is not important to the macroscopic behavior being studied.
A rigid car travels along a long straight road at about 28 m/s. Which modeling choice is best for analyzing its translational motion?
Correct answer: A. A complex system can be treated as a single object when its internal structure is not important to the macroscopic behavior being studied.
A rigid car travels along a long straight road at about 32 m/s. Which modeling choice is best for analyzing its translational motion?
Correct answer: A. A complex system can be treated as a single object when its internal structure is not important to the macroscopic behavior being studied.
For a 1 kg block, a student changes the system boundary from ‘block only’ to ‘block + Earth.’ How does the block–Earth gravitational interaction change classification?
Correct answer: A. Internal/external is defined by the chosen system boundary. The physical interaction remains the same.
For a 2 kg block, a student changes the system boundary from ‘block only’ to ‘block + Earth.’ How does the block–Earth gravitational interaction change classification?
Correct answer: A. Internal/external is defined by the chosen system boundary. The physical interaction remains the same.
For a 3 kg block, a student changes the system boundary from ‘block only’ to ‘block + Earth.’ How does the block–Earth gravitational interaction change classification?
Correct answer: A. Internal/external is defined by the chosen system boundary. The physical interaction remains the same.
For a 4 kg block, a student changes the system boundary from ‘block only’ to ‘block + Earth.’ How does the block–Earth gravitational interaction change classification?
Correct answer: A. Internal/external is defined by the chosen system boundary. The physical interaction remains the same.
For a 5 kg block, a student changes the system boundary from ‘block only’ to ‘block + Earth.’ How does the block–Earth gravitational interaction change classification?
Correct answer: A. Internal/external is defined by the chosen system boundary. The physical interaction remains the same.
For a 6 kg block, a student changes the system boundary from ‘block only’ to ‘block + Earth.’ How does the block–Earth gravitational interaction change classification?
Correct answer: A. Internal/external is defined by the chosen system boundary. The physical interaction remains the same.