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AP Physics 2

Physics 2

AP Physics 2: Algebra-Based Complete Notes

Exam: 3 hours - 50 MCQ (80 min, 50%) + 4 FRQ (100 min, 50%) Calculator: Allowed (both sections) Prerequisite: AP Physics 1 recommended Note: Algebra-based; no calculus required

SectionFormatQuestionsTimeWeight
Section IMultiple Choice (MCQ)5080 min50%
Section IIFree Response (FRQ)4100 min50%

Science Practices (Skills Tested)

SkillNameExam Weight
1Visual Representations8%-12%
2Question and Methods8%-12%
3Representing Data and Phenomena8%-12%
4Data Analysis10%-16%
5Theoretical Arguments8%-12%
6Mathematical Routines12%-20%
7Connection Across Topics12%-18%

FRQ Types

TypeDescription
TranslationBetween quantitative and qualitative representations
Short-answerBrief calculations and explanations
ExtendedMulti-part problems with experimental design

FRQ Tips

  • Fluids + Thermodynamics: Common combination; Bernoulli's equation + fluid continuity; or fluid statics + ideal gas law
  • Circuits with multiple elements: For RC circuits, state the time constant τ=RC\tau = RC; for steady state, capacitor = open circuit
  • E&M FRQs: Draw field lines and equipotential lines accurately; label polarities; use E=V/dE = V/d for uniform fields
  • Optics FRQs: Snell's Law with total internal reflection analysis; thin-film interference conditions; distinguish between single-slit and double-slit formulas
  • Modern physics: Bohr model transitions -> En=13.6,eV/n2E_n = -13.6\\,\text{eV}/n^2; radioactive decay -> N=N0(1/2)t/t1/2N = N_0(1/2)^{t/t_{1/2}}; half-life calculations
  • Nuclear reactions: Balance mass number (A) and atomic number (Z); check for energy release (fission/fusion) vs. energy absorption
  • Partials are real: Even with a wrong numeric answer, correct setup earns substantial partial credit

Unit 9: Thermodynamics

Average Kinetic Energy Vs Temperature

The average translational kinetic energy of gas molecules is directly proportional to absolute temperature: K=32kBT=32RNAT\langle K \rangle = \frac{3}{2}k_B T = \frac{3}{2} \frac{R}{N_A} T Where:

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Practice

Maxwell-boltzmann Distribution

The distribution of molecular speeds in a gas follows the Maxwell-Boltzmann distribution: f(v)=4π(m2πkBT)3/2v2emv2/(2kBT)f(v) = 4\pi \left(\frac{m}{2\pi k_B T}\right)^{3/2} v^2 e^{-mv^2/(2k_B T)} Key features:

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Practice
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Unit 10: Electric Force Field and Potential

Law Of Conservation Of Charge

Electric charge is conserved in all physical processes.

  • Total electric charge in an isolated system remains constant
  • Charge cannot be created or destroyed, only transferred

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Practice

Coulomb's Law

The electrostatic force between two point charges: F=kq1q2r2F = k\frac{|q_1||q_2|}{r^2} Vector form:

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Practice
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Unit 11: Electric Circuits

Definition Of Electric Current

Electric current is the rate of charge flow: I=dqdtI = \frac{dq}{dt} Units: Amperes (A) = C/s

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Practice

Resistance And Resistivity

Resistance: opposition to current flow R=VIR = \frac{V}{I} Units: Ohms (Ω) = V/A

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Practice
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Unit 12: Electric Circuits

Analysis Of Complex Circuits

Kirchhoff's Junction Rule (Current Law): Sum of currents entering junction equals sum leaving: Iin=Iout\sum I_{in} = \sum I_{out}

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Practice

Magnetic Field Lines

represent magnetic field direction and strength. Properties:

  • Form closed loops (no beginning/end)

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Practice
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Unit 13: Electric Circuits

Rc Circuits: Charging And Discharging

RC Circuits Steady State: Steady state after long time (tτt \gg \tau):

  • Capacitor fully charged

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Practice

Law Of Reflection

Angle of incidence equals angle of reflection: θi=θr\theta_i = \theta_r All angles measured from normal (perpendicular to surface)

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Practice
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Unit 14: Waves Sound and Physical Optics

Transverse Vs Longitudinal Waves

Transverse waves:

  • Particle motion perpendicular to wave propagation
  • Examples: waves on string, electromagnetic waves

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Practice

Amplitude Wavelength Frequency Period

  • Amplitude (A): maximum displacement from equilibrium
  • Wavelength (λ): distance between successive identical points (crest to crest)
  • Frequency (f): number of complete cycles per second (Hz)

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Practice
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Unit 15: Quantum, Atomic, and Nuclear Physics

Photons And Energy E=hfE=hf

Planck-Einstein relation for photon energy: E=hf=hcλE = hf = \frac{hc}{\lambda} Where:

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Practice

Photoelectric Effect

Emission of electrons when light strikes metal surface. Einstein's photoelectric equation: Kmax=hfϕK_{max} = hf - \phi

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Practice
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