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This deck focuses on Kinetic Theory Of Temperature And Pressure, giving you a quick way to review the definitions, rules, and examples that matter most for AP Physics 2.
Study Kinetic Theory Of Temperature And Pressure in AP Physics 2 with focused flashcards that help you recognize the idea, recall the key rule, and apply it in practice-style prompts.
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What assumption about particle size is made in the kinetic theory of gases?
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Particles are point-like with negligible volume. Ideal gas approximation assumption.
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This deck focuses on Kinetic Theory Of Temperature And Pressure, giving you a quick way to review the definitions, rules, and examples that matter most for AP Physics 2.
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: Particles are point-like with negligible volume. Ideal gas approximation assumption.
Answer: Pressure. Volume and temperature vary at fixed pressure.
Answer: Avogadro's Law. Volume proportional to gas quantity.
Answer: 22.4 L/mol. Standard molar volume for ideal gases.
Answer: Combined Gas Law. Combines Boyle's, Charles's, and Gay-Lussac's laws.
Answer: Volume is directly proportional to temperature. At constant pressure, TV=k.
Answer: Energy is distributed according to a Maxwell-Boltzmann distribution. Statistical description of particle energies.
Answer: Temperature. Pressure and volume vary inversely.
Answer: Combined Gas Law. Combines Boyle's, Charles's, and Gay-Lussac's laws.
Answer: Ptotal=P1+P2+.... Additive pressures in gas mixtures.
Answer: Pressure is halved. Application of Boyle's Law calculation.
Answer: Kinetic energy is directly proportional to temperature. Temperature measures average kinetic energy.
Answer: Energy is distributed according to a Maxwell-Boltzmann distribution. Statistical description of particle energies.
Answer: Collisions are elastic. No energy lost in collisions.
Answer: Temperature. Pressure and volume vary inversely.
Answer: Particle speed increases. Higher temperature means more kinetic energy.
Answer: No net energy transfer between objects. Same temperature means equal average energies.
Answer: 8.314mol×KJ. Standard value for gas calculations.
Answer: Force exerted by gas particles per unit area. Molecular collisions create force.
Answer: Particles are point-like with negligible volume. Ideal gas approximation assumption.
Answer: Ptotal=P1+P2+.... Additive pressures in gas mixtures.
Answer: It relates energy units in the ideal gas law. Proportionality constant in gas equations.
Answer: Pressure is directly proportional to temperature. At constant volume, TP=k.
Answer: KE=21mv2. Energy from mass and velocity squared.
Answer: Speed of sound increases with temperature. Sound speed depends on molecular motion.
Answer: Collisions are elastic. No energy lost in collisions.
Answer: Kelvin (K). Absolute temperature scale required.
Answer: n=Mm. Mass divided by molar mass gives moles.
Answer: Pressure is inversely proportional to volume. At constant temperature, PV=k.
Answer: Pressure doubles. Inverse relationship from Boyle's Law.
Answer: Pressure is inversely proportional to volume. At constant temperature, PV=k.
Answer: P=AF. Force divided by contact area.
Answer: The volume occupied by one mole of gas at STP. Standard volume at 0°C and 1 atm.
Answer: Total pressure is the sum of partial pressures. Each gas contributes independently.
Answer: Pressure is halved. Application of Boyle's Law calculation.
Answer: Volume is reduced to one-third. Inverse pressure-volume relationship applied.
Answer: 22.4 L/mol. Standard molar volume for ideal gases.
Answer: 8.314mol×KJ. Standard value for gas calculations.
Answer: Collisions of gas particles with the walls. Momentum transfer from particle impacts.
Answer: PV=nRT. Combines pressure, volume, moles, and temperature.
Answer: Kelvin (K). Absolute temperature scale required.
Answer: Pressure doubles. Inverse relationship from Boyle's Law.
Answer: Particles are in constant random motion. Foundation of kinetic molecular theory.
Answer: Collisions of gas particles with the walls. Momentum transfer from particle impacts.
Answer: ρ=R×TP×M. Derived from ideal gas law rearrangement.
Answer: Volume is directly proportional to temperature. At constant pressure, TV=k.
Answer: Volume is reduced to one-third. Inverse pressure-volume relationship applied.
Answer: Particle speed increases. Higher temperature means more kinetic energy.
Answer: Pressure is directly proportional to temperature. At constant volume, TP=k.
Answer: Force exerted by gas particles per unit area. Molecular collisions create force.
Answer: K=C+273.15. Converts to absolute temperature scale.
Answer: PV=nRT. Combines pressure, volume, moles, and temperature.
Answer: No net energy transfer between objects. Same temperature means equal average energies.
Answer: Kinetic energy is directly proportional to temperature. Temperature measures average kinetic energy.
Answer: P=AF. Force divided by contact area.
Answer: Speed of sound increases with temperature. Sound speed depends on molecular motion.
Answer: Pressure. Volume and temperature vary at fixed pressure.
Answer: Pascal (Pa). Newton per square meter.
Answer: Kinetic energy decreases. Temperature directly affects molecular energy.
Answer: Volume is directly proportional to moles. Equal volumes contain equal moles at STP.
Answer: K=C+273.15. Converts to absolute temperature scale.
Answer: Volume is directly proportional to moles. Equal volumes contain equal moles at STP.
Answer: ρ=R×TP×M. Derived from ideal gas law rearrangement.
Answer: Total pressure is the sum of partial pressures. Each gas contributes independently.
Answer: Avogadro's Law. Volume proportional to gas quantity.
Answer: Particles are in constant random motion. Foundation of kinetic molecular theory.
Answer: Pascal (Pa). Newton per square meter.
Answer: n=Mm. Mass divided by molar mass gives moles.
Answer: KE=21mv2. Energy from mass and velocity squared.
Answer: The temperature at which particle motion stops. Zero kinetic energy at -273.15°C.
Answer: The volume occupied by one mole of gas at STP. Standard volume at 0°C and 1 atm.
Answer: It relates energy units in the ideal gas law. Proportionality constant in gas equations.
Answer: The temperature at which particle motion stops. Zero kinetic energy at -273.15°C.
Answer: Kinetic energy decreases. Temperature directly affects molecular energy.