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This deck focuses on Potential Energy, giving you a quick way to review the definitions, rules, and examples that matter most for AP Physics 1.
Study Potential Energy in AP Physics 1 with focused flashcards that help you recognize the idea, recall the key rule, and apply it in practice-style prompts.
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Calculate the potential energy of a 5 kg object at 10 m height.
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Potential energy is 490J. Using PE=mgh=(5)(9.8)(10)=490 J.
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This deck focuses on Potential Energy, giving you a quick way to review the definitions, rules, and examples that matter most for AP Physics 1.
Work through these flashcards in short sessions. Try to answer each prompt before flipping the card, then revisit any cards you miss until the explanation feels automatic.
Answer: Potential energy is 490J. Using PE=mgh=(5)(9.8)(10)=490 J.
Answer: Potential energy decreases. Moving with gravity decreases gravitational PE.
Answer: Potential energy is 1J. Using PEs=21(200)(0.1)2=1 J.
Answer: The unit is the joule (J). Same unit as all forms of energy in SI system.
Answer: Potential energy is 0.1875J. Using PEs=21(150)(0.05)2=0.1875 J.
Answer: g represents the acceleration due to gravity, 9.8m/s2. Standard gravitational acceleration on Earth's surface.
Answer: Yes, it is a form of mechanical energy. PE is one of two types of mechanical energy.
Answer: Potential energy is 0J. Ground level is typically chosen as the zero PE reference.
Answer: PE=mgh. This formula relates gravitational PE to mass, gravity, and height.
Answer: Yes, if the reference point is above the object. PE is relative to the chosen reference point location.
Answer: Potential energy quadruples. PE depends on x2, so doubling x increases PE by 4.
Answer: h represents height above the reference point in meters. Vertical distance from the chosen zero PE reference level.
Answer: Potential energy is halved. PE is directly proportional to height in PE=mgh.
Answer: Gravitational potential energy. Height changes as the pendulum swings back and forth.
Answer: Energy stored in an object when it is stretched or compressed. Deformation energy that can be recovered when released.
Answer: Mass, height, and gravitational acceleration. These three variables determine gravitational PE magnitude.
Answer: It is arbitrary and used for convenience in calculations. Chosen for mathematical convenience, not physical necessity.
Answer: Potential energy is 0.1875J. Using PEs=21(150)(0.05)2=0.1875 J.
Answer: Energy stored in an object when it is stretched or compressed. Deformation energy that can be recovered when released.
Answer: Potential energy doubles. PE is directly proportional to k in PEs=21kx2.
Answer: Work done on an object results in a change in potential energy. Work transfers energy, changing the object's PE.
Answer: PEs=21kx2. Spring PE depends quadratically on displacement from equilibrium.
Answer: PEs=21kx2. Spring PE depends quadratically on displacement from equilibrium.
Answer: A point where potential energy is defined to be zero. Arbitrary level chosen for convenient PE calculations.
Answer: Potential energy lost is 490J. Using ΔPE=mgh=(10)(9.8)(5)=490 J decrease.
Answer: Potential energy doubles. PE is directly proportional to k in PEs=21kx2.
Answer: Mass, height, and gravitational acceleration. These three variables determine gravitational PE magnitude.
Answer: Potential energy increases. Moving against gravity increases gravitational PE.
Answer: Potential energy is halved. PE is directly proportional to height in PE=mgh.
Answer: Elastic potential energy. Bungee cords stretch like springs under load.
Answer: Gravitational potential energy doubles. PE is directly proportional to mass in PE=mgh.
Answer: Potential energy increases. Moving against gravity increases gravitational PE.
Answer: Potential energy is 0J. Ground level is typically chosen as the zero PE reference.
Answer: k is the spring constant in N/m. Measures the spring's resistance to deformation.
Answer: Potential energy is 205.8J. Using PE=mgh=(7)(9.8)(3)=205.8 J.
Answer: Potential energy to kinetic energy. Gravitational PE converts to motion energy during fall.
Answer: Potential energy lost is 490J. Using ΔPE=mgh=(10)(9.8)(5)=490 J decrease.
Answer: Work done on an object results in a change in potential energy. Work transfers energy, changing the object's PE.
Answer: Mechanical energy is the sum of potential and kinetic energy. Total energy available for motion without external work.
Answer: m represents mass in kilograms. Mass determines how much gravitational PE the object can have.
Answer: Potential energy quadruples. PE depends on x2, so doubling x increases PE by 4.
Answer: The unit is the joule (J). Same unit as all forms of energy in SI system.
Answer: m represents mass in kilograms. Mass determines how much gravitational PE the object can have.
Answer: Potential energy is the energy stored in an object due to its position or condition. PE depends on position in a force field, not motion.
Answer: Potential energy value changes, not the physical energy. Only the numerical value changes, not actual energy content.
Answer: No, potential energy depends only on position or condition. PE is a state function depending only on configuration.
Answer: Potential energy is converted to kinetic energy as it descends. Maximum PE at top converts to maximum KE at bottom.
Answer: Potential energy is 490J. Using PE=mgh=(5)(9.8)(10)=490 J.
Answer: g represents the acceleration due to gravity, 9.8m/s2. Standard gravitational acceleration on Earth's surface.
Answer: Potential energy is 1J. Using PEs=21(200)(0.1)2=1 J.
Answer: Yes, it is a form of mechanical energy. PE is one of two types of mechanical energy.
Answer: Potential energy is 294J. Using PE=mgh=(2)(9.8)(15)=294 J.
Answer: Potential energy decreases. Moving with gravity decreases gravitational PE.
Answer: x is the displacement from equilibrium in meters. How far the spring is compressed or stretched from rest.
Answer: h represents height above the reference point in meters. Vertical distance from the chosen zero PE reference level.
Answer: x is the displacement from equilibrium in meters. How far the spring is compressed or stretched from rest.
Answer: Potential energy is a scalar quantity. PE has magnitude only, no direction like vectors.
Answer: Gravitational potential energy doubles. PE is directly proportional to mass in PE=mgh.
Answer: Yes, if the reference point is above the object. PE is relative to the chosen reference point location.
Answer: Potential energy is converted to kinetic energy as it descends. Maximum PE at top converts to maximum KE at bottom.
Answer: Mechanical energy is the sum of potential and kinetic energy. Total energy available for motion without external work.
Answer: A point where potential energy is defined to be zero. Arbitrary level chosen for convenient PE calculations.
Answer: k is the spring constant in N/m. Measures the spring's resistance to deformation.