Baccalauréat international · IB Diploma
Physics · HL
Papers, samples and curriculum documents for this course. · Dossiers, échantillons et documents de programme pour ce cours.
Handouts, exercise sheets and slides
Shared topic documents retain their source course and topic titles. Use your chosen board’s specification for coverage, tier and exam requirements.
Handouts · Supports de cours · A-Level Physics · Physique A-Level (25)
- 1. Physical quantities and units · 1. Quantités physiques et unités
- 2. Kinematics · 2. Cinématique
- 3. Dynamics · 3. Dynamique
- 4. Forces, density and pressure · 4. Forces, densité et pression
- 5. Work, energy and power · 5. Travail, énergie et puissance
- 6. Deformation of solids · 6. Déformation des solides
- 7. Waves · 7. Ondes
- 8. Superposition
- 9. Electricity · 9. Électricité
- 10. D.C. circuits · 10. Circuits C.C.
- 11. Particle physics · 11. Physique des particules
- 12. Motion in a circle · 12. Mouvement circulaire
- 13. Gravitational fields · 13. Champs gravitationnels
- 14. Temperature · 14. Température
- 15. Ideal gases · 15. Gaz parfaits
- 16. Thermodynamics · 16. Thermodynamique
- 17. Oscillations
- 18. Electric fields · 18. Champs électriques
- 19. Capacitance · 19. Capacité
- 20. Magnetic fields · 20. Champs magnétiques
- 21. Alternating currents · 21. Courants alternatifs
- 22. Quantum physics · 22. Physique quantique
- 23. Nuclear physics · 23. Physique nucléaire
- 24. Medical physics · 24. Physique médicale
- 25. Astronomy and cosmology · 25. Astronomie et cosmologie
Exercise sheets · Fiches d'exercices · A-Level Physics · Physique A-Level (105)
- 1.1 Physical quantities · 1.1 Quantités physiques
- 1.2 SI units · 1.2 unités SI
- 1.3 Errors and uncertainties · 1.3 Erreurs et incertitudes
- 1.4 Scalars and vectors · 1.4 Scalaires et vecteurs
- 2.1 Equations of motion · 2.1 Équations du mouvement
- 2.1.1 Describing motion and displacement–time graphs
- 2.1.2 Velocity–time and acceleration–time graphs
- 2.1.3 The equations of uniformly accelerated motion
- 2.1.4 Free fall and measuring g
- 2.1.5 Projectile motion
- 3.1 Momentum and Newton’s laws of motion · 3.1 Quantité de mouvement et lois de Newton du mouvement
- 3.1.1 Resultant force, F = ma, weight and third-law pairs
- 3.2 Non-uniform motion · 3.2 Mouvement non uniforme
- 3.3 Linear momentum and its conservation · 3.3 Quantité de mouvement linéaire et sa conservation
- 3.3.1 Elastic collisions and momentum in two dimensions
- 4.1 Turning effects of forces · 4.1 Effets de rotation des forces
- 4.1.1 Centre of gravity, moments at an angle, non-uniform objects
- 4.2 Equilibrium of forces · 4.2 Équilibre des forces
- 4.3 Density and pressure · 4.3 Densité et pression
- 4.3.1 Upthrust, floating and liquids in a U-tube
- 5.1 Energy conservation · 5.1 Conservation de l'énergie
- 5.1.1 Efficiency, power and P = Fv
- 5.2 Gravitational potential energy and kinetic energy · 5.2 Énergie potentielle gravitationnelle et énergie cinétique
- 5.2.1 Potential energy, kinetic energy and energy transfers
- 6.1 Stress and strain · 6.1 Contrainte et déformation
- 6.1.1 Stress, strain and the Young modulus
- 6.2 Elastic and plastic behaviour · 6.2 Comportement élastique et plastique
- 7.1 Progressive waves · 7.1 Ondes progressives
- 7.1.1 Phase difference, the oscilloscope and intensity
- 7.2 Transverse and longitudinal waves · 7.2 Ondes transversales et longitudinales
- 7.3 Doppler effect for sound waves · 7.3 Effet Doppler pour les ondes sonores
- 7.4 Electromagnetic spectrum · 7.4 Spectre électromagnétique
- 7.5 Polarisation
- 8.1 Stationary waves · 8.1 Ondes stationnaires
- 8.2 Diffraction
- 8.3 Interference · 8.3 Interférence
- 8.4 The diffraction grating · 8.4 Le réseau de diffraction
- 9.1 Electric current · 9.1 Courant électrique
- 9.2 Potential difference and power · 9.2 Différence de potentiel et puissance
- 9.3 Resistance and resistivity · 9.3 Résistance et résistivité
- 9.3.1 Resistivity, thermistors and LDRs
- 10.1 Practical circuits · 10.1 Circuits pratiques
- 10.1.1 Internal resistance and the V-I graph
- 10.2 Kirchhoff’s laws · 10.2 Lois de Kirchhoff
- 10.2.1 Solving circuits with Kirchhoff's laws
- 10.3 Potential dividers · 10.3 Diviseurs de tension
- 10.3.1 The potentiometer and the null method
- 11.1 Atoms, nuclei and radiation · 11.1 Atomes, noyaux et rayonnement
- 11.1.1 Decay equations, antiparticles and neutrinos
- 11.1.2 The three radiations and their energies
- 11.2 Fundamental particles · 11.2 Particules fondamentales
- 11.2.1 Beta decay at the quark level, and leptons
- 12.1 Kinematics of uniform circular motion · 12.1 Cinématique du mouvement circulaire uniforme
- 12.2 Centripetal acceleration · 12.2 Accélération centripète
- 13.1 Gravitational field · 13.1 Champ gravitationnel
- 13.2 Gravitational force between point masses · 13.2 Force gravitationnelle entre masses ponctuelles
- 13.3 Gravitational field of a point mass · 13.3 Champ gravitationnel d'une masse ponctuelle
- 13.4 Gravitational potential · 13.4 Potentiel gravitationnel
- 14.1 Thermal equilibrium · 14.1 Équilibre thermique
- 14.2 Temperature scales · 14.2 Échelles de température
- 14.3 Specific heat capacity and specific latent heat · 14.3 Capacité thermique massique et chaleur latente spécifique
- 15.1 The mole · 15.1 Le mole
- 15.2 Equation of state · 15.2 Équation d'état
- 15.3 Kinetic theory of gases · 15.3 Théorie cinétique des gaz
- 15.3.1 Deriving pV = one third Nm mean-square speed, and what it says about temperature
- 16.1 Internal energy · 16.1 Énergie interne
- 16.2 The first law of thermodynamics · 16.2 Premier principe de la thermodynamique
- 17.1 Simple harmonic oscillations · 17.1 Oscillations harmoniques simples
- 17.1.1 Proving a system is simple harmonic, and reading phase from a graph
- 17.2 Energy in simple harmonic motion · 17.2 Énergie dans le mouvement harmonique simple
- 17.3 Damped and forced oscillations, resonance · 17.3 Oscillations amorties et forcées, résonance
- 18.1 Electric fields and field lines · 18.1 Champs électriques et lignes de champ
- 18.2 Uniform electric fields · 18.2 Champs électriques uniformes
- 18.3 Electric force between point charges · 18.3 Force électrique entre charges ponctuelles
- 18.4 Electric field of a point charge · 18.4 Champ électrique d'une charge ponctuelle
- 18.5 Electric potential · 18.5 Potentiel électrique
- 19.1 Capacitors and capacitance · 19.1 Condensateurs et capacité
- 19.2 Energy stored in a capacitor · 19.2 Énergie stockée dans un condensateur
- 19.3 Discharging a capacitor · 19.3 Décharge d'un condensateur
- 20.1 Concept of a magnetic field · 20.1 Concept de champ magnétique
- 20.2 Force on a current-carrying conductor · 20.2 Force sur un conducteur parcouru par un courant
- 20.3 Force on a moving charge · 20.3 Force sur une charge mobile
- 20.3.1 The Hall effect, the Hall probe and velocity selection
- 20.4 Magnetic fields due to currents · 20.4 Champs magnétiques dus aux courants
- 20.5 Electromagnetic induction · 20.5 Induction électromagnétique
- 20.5.1 Induced e.m.f. from a graph: gradients, the rotating coil and Lenz in action
- 21.1 Characteristics of alternating currents · 21.1 Caractéristiques des courants alternatifs
- 21.2 Rectification and smoothing · 21.2 Redressement et lissage
- 22.1 Energy and momentum of a photon · 22.1 Énergie et impulsion d'un photon
- 22.2 Photoelectric effect · 22.2 Effet photoélectrique
- 22.2.1 Explaining photoelectric emission, and the stopping-potential experiment
- 22.3 Wave-particle duality · 22.3 Dualité onde-particule
- 22.4 Energy levels in atoms and line spectra · 22.4 Niveaux d'énergie dans les atomes et spectres de raies
- 23.1 Mass defect and nuclear binding energy · 23.1 Défaut de masse et énergie de liaison nucléaire
- 23.1.1 The binding-energy curve, and the energy bookkeeping of a nuclear reaction
- 23.2 Radioactive decay · 23.2 Désintégration radioactive
- 23.2.1 Random decay, the exponential law and the log graph
- 24.1 Production and use of ultrasound · 24.1 Production et utilisation des ultrasons
- 24.1.1 Ultrasound scanning: pulse, echo and image
- 24.2 Production and use of X-rays · 24.2 Production et utilisation des rayons X
- 24.2.1 Intensity against hardness, attenuation through layers, and sharpness against contrast
- 24.3 PET scanning · 24.3 imagerie TEP
- 25.1 Standard candles · 25.1 Bougies standards
- 25.2 Stellar radii · 25.2 Rayons stellaires
- 25.3 Hubble’s law and the Big Bang theory · 25.3 Loi de Hubble et théorie du Big Bang
Presentation slides · Diaporamas de présentation · A-Level Physics · Physique A-Level (25)
- 1. Physical quantities and units · 1. Quantités physiques et unités
- 2. Kinematics · 2. Cinématique
- 3. Dynamics · 3. Dynamique
- 4. Forces, density and pressure · 4. Forces, densité et pression
- 5. Work, energy and power · 5. Travail, énergie et puissance
- 6. Deformation of solids · 6. Déformation des solides
- 7. Waves · 7. Ondes
- 8. Superposition
- 9. Electricity · 9. Électricité
- 10. D.C. circuits · 10. Circuits C.C.
- 11. Particle physics · 11. Physique des particules
- 12. Motion in a circle · 12. Mouvement circulaire
- 13. Gravitational fields · 13. Champs gravitationnels
- 14. Temperature · 14. Température
- 15. Ideal gases · 15. Gaz parfaits
- 16. Thermodynamics · 16. Thermodynamique
- 17. Oscillations
- 18. Electric fields · 18. Champs électriques
- 19. Capacitance · 19. Capacité
- 20. Magnetic fields · 20. Champs magnétiques
- 21. Alternating currents · 21. Courants alternatifs
- 22. Quantum physics · 22. Physique quantique
- 23. Nuclear physics · 23. Physique nucléaire
- 24. Medical physics · 24. Physique médicale
- 25. Astronomy and cosmology · 25. Astronomie et cosmologie
Course units and learning goals · Unités de cours et objectifs d'apprentissage
These lessons teach selected course objectives. Check the remaining coverage gaps; the material is not a complete preparation programme. · Ces leçons abordent des objectifs de cours sélectionnés. Vérifiez les lacunes restantes en couverture ; ce matériel ne constitue pas un programme d'entraînement complet.
A.1 · Kinematics
- Rate of change of displacement.
- The gradient of a displacement-time graph is velocity. The area under a velocity-time graph gives displacement. A constant-acceleration formula is valid only when its assumption is justified.
- Choose a positive direction and state it. Use a light gate or video with a known scale and frame interval for repeatable motion measurements. Avoid assuming hand timing is exact over very short intervals.
- velocity
- Rate of change of displacement
- acceleration
- Rate of change of velocity
A.2 · Forces and momentum
- Mass multiplied by velocity.
- Impulse equals momentum change. Increasing stopping time for the same momentum change reduces average force. Identify external forces before applying momentum conservation.
- Draw a free-body diagram containing only forces on the selected object. For spring measurements, add loads in steps within the elastic range and measure extension from the unloaded position.
- momentum
- Mass multiplied by velocity
- resultant force
- The vector sum of forces on an object
A.3 · Work, energy and power
- Energy transferred per unit time.
- Define the system and useful output before calculating efficiency. Doubling speed quadruples kinetic energy at constant mass. Power describes transfer per time, not total energy.
- Measure a lifting height and load, time the lift, and record electrical input with suitable instruments. Repeat trials and account for heating or friction as transfers, not missing energy.
- power · puissance
- Energy transferred per unit time
- efficiency · efficacité
- Useful output divided by total input
A.4 · Rigid body mechanics
- Turning effect about an axis.
- For a rigid body about a fixed axis, net torque equals moment of inertia multiplied by angular acceleration. Rotational kinetic energy depends on angular speed squared. Angular momentum is conserved when net external torque is zero.
- Draw the pivot, force direction and perpendicular lever arm. Do not use the sloping distance from pivot to force point unless it is perpendicular to the force. For experiments, keep rotating parts guarded and loads secure.
- torque
- Turning effect about an axis
- moment of inertia
- Resistance to angular acceleration about a specified axis
A.5 · Galilean and special relativity
- Time between events measured at one location in a frame.
- The Lorentz factor is 1 divided by the square root of 1 minus speed squared over light speed squared. Galilean velocity addition is an approximation for speeds much smaller than light speed.
- Label which frame measures proper time or proper length before substituting. Use event coordinates consistently. Do not combine lengths from one frame with time intervals from another without transformation.
- proper time
- Time between events measured at one location in a frame
- inertial frame
- A frame in which a free body moves at constant velocity
B.1 · Thermal energy transfers
- Energy per mass per temperature rise.
- Temperature relates to particle motion in a model; internal energy includes kinetic and potential contributions. During a change of state, energy can change particle arrangements rather than temperature.
- Measure mass, electrical input and temperature change for an insulated block. Ensure the temperature sensor has good contact, allow time for equilibration, and consider energy transferred to the surroundings.
- specific heat capacity
- Energy per mass per temperature rise
- latent heat · chaleur latente
- Energy associated with a change of state
B.2 · Greenhouse effect
- Actions addressing causes of environmental change.
- Distinguish mitigation, which addresses drivers, from adaptation, which reduces harm from impacts. A policy assessment needs evidence about effectiveness, cost, equity and uncertainty; one criterion is not the entire decision.
- Compare multi-year data using consistent baselines. State the region, timescale and uncertainty. At HL, connect a management decision to law, economics and ethics rather than treating these lenses as extra definitions only.
- mitigation
- Actions addressing causes of environmental change
- adaptation
- Actions reducing harm from environmental impacts
B.3 · Gas laws
- Temperature on the kelvin scale.
- At fixed amount and volume, pressure is proportional to kelvin temperature. At fixed temperature and amount, pressure is inversely proportional to volume. State which quantities are fixed before choosing a relationship.
- Use approved apparatus with a temperature range and pressure limit set by the teacher. Allow thermal equilibrium and record pressure against kelvin temperature. Never heat an improvised sealed vessel.
- absolute temperature
- Temperature on the kelvin scale
- ideal gas
- A gas model with specified simplifying assumptions
B.4 · Thermodynamics
- A process with no heat transfer.
- State a sign convention before using the first law. Here change in internal energy equals heat into the system minus work done by the system. Expansion work can reduce internal energy when no heat enters.
- Identify whether a process is isothermal, adiabatic or at constant volume. On a pressure-volume graph, area under the process curve gives work done by the gas. The path matters for work even when endpoints match.
- adiabatic
- A process with no heat transfer
- internal energy
- Total microscopic kinetic and potential energy of a system
B.5 · Current and circuits
- Rate of flow of charge.
- Current is the same through components in series. Potential differences add around the series path. In parallel, branches share the same potential difference, while branch currents sum at a junction.
- Place an ammeter in series and a voltmeter in parallel. For an I-V investigation, change voltage in steps, reverse polarity when appropriate and limit current to reduce heating.
- current · courant
- Rate of flow of charge
- potential difference
- Energy transferred per unit charge
C.1 · Simple harmonic motion
- A large response to periodic forcing near a natural frequency.
- Velocity is greatest near equilibrium for ideal SHM, while acceleration magnitude is greatest at extreme displacement. Resonance can occur near the natural frequency under periodic driving, with amplitude limited by damping.
- Measure time for several complete oscillations and divide. Define a cycle consistently and use a small displacement when the model requires it. Keep pendulum paths clear and record damping effects rather than assuming perfect motion.
- resonance · résonance
- A large response to periodic forcing near a natural frequency
- damping
- Energy transfer out of an oscillating system
C.2 · Wave model
- Distance between successive points in phase.
- At a boundary, frequency stays fixed by the source. A change of speed changes wavelength. Refraction follows from speed differences; angles are measured from the normal.
- Measure several wavelengths and divide to reduce fractional reading uncertainty. Use a ray box with a normal drawn at the boundary. Keep the beam away from eyes and record incident and refracted angles clearly.
- wavelength · longueur d'onde
- Distance between successive points in phase
- frequency · fréquence
- Number of oscillations per unit time
C.3 · Wave phenomena
- Distance between successive points in phase.
- At a boundary, frequency stays fixed by the source. A change of speed changes wavelength. Refraction follows from speed differences; angles are measured from the normal.
- Measure several wavelengths and divide to reduce fractional reading uncertainty. Use a ray box with a normal drawn at the boundary. Keep the beam away from eyes and record incident and refracted angles clearly.
- wavelength · longueur d'onde
- Distance between successive points in phase
- frequency · fréquence
- Number of oscillations per unit time
C.4 · Standing waves and resonance
- A large response to periodic forcing near a natural frequency.
- Velocity is greatest near equilibrium for ideal SHM, while acceleration magnitude is greatest at extreme displacement. Resonance can occur near the natural frequency under periodic driving, with amplitude limited by damping.
- Measure time for several complete oscillations and divide. Define a cycle consistently and use a small displacement when the model requires it. Keep pendulum paths clear and record damping effects rather than assuming perfect motion.
- resonance · résonance
- A large response to periodic forcing near a natural frequency
- damping
- Energy transfer out of an oscillating system
C.5 · Doppler effect
- Shift of an identified line toward longer wavelength.
- Compare a identified line with its laboratory rest wavelength. Use z = (observed−rest)/rest, then v approximately cz in the stated low-speed model. Do not apply this approximation without checking the regime or treating a cosmological redshift as a simple exact velocity.
- Use attributed spectra with calibration and line identification. Compare several lines for a consistent shift. State uncertainty and distinguish relative line-of-sight motion from an unmeasured transverse component.
- Change of observed frequency due to relative motion.
- For a source approaching a stationary observer along the line of sight, f observed = f source × v/(v−v source). Recession uses v+v source in the denominator. These are sound-wave models; light requires its appropriate relation.
- Use a simulation or recorded data with stated source and observer directions. Draw wavefronts before choosing signs. Avoid demonstrations near moving traffic or unsafe high-volume sources.
- redshift
- Shift of an identified line toward longer wavelength
- rest wavelength
- Wavelength of the line measured with no relative source motion
- Doppler shift
- Change of observed frequency due to relative motion
- wavefront
- A surface joining points with the same wave phase
D.1 · Gravitational fields
- A description of gravitational force per unit mass.
- For a point mass or outside a spherical mass, field strength follows an inverse-square distance dependence. Use distance from the centre, not height above the surface alone.
- State the circular-orbit approximation and ignore atmospheric drag only when justified. Draw the force toward the central body and velocity tangential to the orbit. Do not add an outward force merely because the path is circular.
- gravitational field
- A description of gravitational force per unit mass
- centripetal force
- Net force toward the centre of a curved path
D.2 · Electric and magnetic fields
- Electric force per unit positive test charge.
- In a uniform field between ideal parallel plates, E = V/d away from edge effects. The force is F = qE, so its direction reverses for a negative charge. Coulomb force between ideal point charges decreases with separation squared.
- Sketch labelled plate polarities, field arrows and the charge before calculating. Convert separation to metres. In school, use simulations or approved low-voltage electrostatic models rather than exposed high-voltage equipment.
- electric field strength
- Electric force per unit positive test charge
- test charge
- A small charge used to probe an electric field
D.3 · Motion in electromagnetic fields
- Force due to a magnetic field on a moving charge or current.
- Equate magnetic force with mv²/r to obtain r = mv/(|q|B) for perpendicular motion. A stronger field makes a smaller radius at fixed momentum. Parallel entry gives zero magnetic force in this model.
- Draw velocity, field and force as separate arrows using stated into/out-of-page conventions. Use supplied beam data or a simulation. Do not treat a current-carrying wire direction as identical to electron-motion direction.
- magnetic force
- Force due to a magnetic field on a moving charge or current
- momentum
- Mass multiplied by velocity in the classical model
D.4 · Induction
- Creation of emf by changing flux linkage.
- Changing field strength, coil area, orientation or relative motion can change flux linkage. Lenz law describes an induced effect opposing the change producing it, consistent with energy conservation.
- Use a coil and sensitive meter to compare magnet motion in each direction. Record that a stationary arrangement gives no induced signal. Use approved low-voltage supplies for motor demonstrations.
- induction
- Creation of emf by changing flux linkage
- transformer
- A device transferring energy between coils through changing flux
E.1 · Structure of the atom
- Wavelength pattern of radiation emitted by a source.
- An emitted photon corresponds to a transition to a lower energy level. Absorption requires a compatible energy difference. Rutherford scattering supported a small dense nucleus, but that experiment alone did not establish the complete quantum model.
- Read a labelled energy-level diagram before calculating. Keep joules and electronvolts distinct and use the given constants. Compare attributed spectra at a common wavelength scale and avoid looking at unsafe light sources.
- emission spectrum
- Wavelength pattern of radiation emitted by a source
- energy level
- An allowed energy state in a model
E.2 · Quantum physics
- A quantum of electromagnetic radiation.
- Use photon energy = Planck constant × frequency. Maximum kinetic energy = photon energy - work function. Increasing intensity at fixed frequency increases photon arrival rate, not individual photon energy.
- Read axes carefully on a stopping-potential or kinetic-energy graph. Identify threshold frequency from the zero-energy intercept. State the metal and experimental conditions because work function is material-specific.
- photon
- A quantum of electromagnetic radiation
- work function
- Minimum surface energy needed to release an electron
E.3 · Radioactive decay
- Time for activity or undecayed population to halve.
- Subtract background counts measured over the same time interval. Distinguish irradiation from contamination. Shielding, distance and reduced exposure time can reduce risk under a school-controlled procedure.
- Use teacher-managed sources and the school radiation rules. Record count duration and repeat background measurements. Do not extrapolate a half-life from one nucleus or from uncorrected readings.
- half-life
- Time for activity or undecayed population to halve
- background radiation
- Radiation measured apart from the investigated source
E.4 · Fission
- Splitting of a heavy nucleus into lighter nuclei.
- Separate conservation of nucleon number from conservation of total energy. Released neutrons may initiate further fissions, escape or be absorbed. A controlled reactor and an uncontrolled chain reaction have different neutron-management conditions.
- Balance a supplied nuclear equation, use the specified mass data and identify the system. Analyse models or published reactor data; this is not a school attempt to produce fission or handle reactor materials.
- fission
- Splitting of a heavy nucleus into lighter nuclei
- chain reaction
- A sequence in which products initiate further events
E.5 · Fusion and stars
- Total emitted power.
- For isotropic emission without absorption, flux follows an inverse-square relationship with distance. Observed brightness alone therefore cannot establish luminosity.
- Keep distance units consistent, identify which quantities are intrinsic to the star, and distinguish observational evidence from a model of stellar evolution. Do not confuse a red giant stage with every possible final remnant.
- luminosity · luminosité
- Total emitted power
- flux
- Power received per unit area
Practical · Experimental programme
- A quantified limitation on a measured result.
- For a product or quotient, adding fractional uncertainties is a common maximum-uncertainty approximation. For a difference, add absolute uncertainties. A nonzero intercept can reveal an offset or an incomplete model.
- Show units on axes and choose a sensible scale. Plot uncertainty bars where justified, draw a best-fit line rather than joining every point, and estimate steepest and shallowest plausible gradients when the course method calls for them.
- uncertainty
- A quantified limitation on a measured result
- systematic error
- A consistent measurement bias
Preparing for this qualification · Préparation à cette qualification
- Use themes A–E and no old optional-topic model.
- SL excludes A.4, A.5, B.4, D.4 and E.2. A.2, B.5, C.1/C.3/C.5, D.1/D.2 and E.1/E.3 include additional HL scope.
- SL Paper 1: 1.5 h, Paper 2: 1.5 h; HL: 2 h, 2.5 h. Papers weigh 36% and 44%; individual investigation 20%, 3,000 words.
- A clean current Physics data booklet and calculator are available in examinations; the booklet itself remains an acquisition item.
- Practical work 40 h plus collaborative sciences project 10 h and investigation 10 h.
Teaching coverage still needed · Couverture pédagogique encore nécessaire
- Remaining understandings and guidance in the acquired 2025 Physics guide require complete authored coverage; retain AHL detail within mixed topics.
- All tools/inquiry objectives and data booklet require complete assessment-linked coverage.
Specifications and sample documents · Spécifications et documents d'échantillon
- Physics — Subject guide · 2025 ↗
First assessment: 2025
- Physics — Subject brief · 2025 ↗
First assessment: 2025
Course materials · Matériel pédagogique
- Study notes · Notes de cours →
- Revision questions · Questions de révision →
- Teaching guidance · Guide pédagogique · Teacher access · Accès enseignant →
- Teacher diagnostics · Diagnostique enseignant · Teacher access · Accès enseignant →
- Supervised task guidance · Guide pour la tâche supervisée · Teacher access · Accès enseignant →
Course preparation · Préparation du cours
Documents are available. Board-specific notes, assessments and interactive past-paper practice are not yet available for every course. · Les documents sont disponibles. Les notes spécifiques au conseil, les évaluations et la pratique interactive des anciens sujets ne sont pas encore disponibles pour tous les cours.
Lessons · Leçons →