Course Details

Physics Grade 11-12

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Why Choose Online Physics Grade 11-12 Classes?

Board-aligned tutors - we match the tutor to your child's curriculum (US Common Core, Ontario, Australian, CBSE, ICSE, IGCSE, Cambridge or Singapore MOE).

Live, interactive 1:1 or small-group classes - the tutor sees your child's work in real time.

Customised practice worksheets - graded, reviewed and explained class by class.

Weekly homework support - assignments and concept revision before the next class.

Periodic class tests aligned to the board's exam pattern.

Detailed progress reports for parents every month.

Flexible scheduling - pick time slots that fit school and after-school activities.

Free demo class so you can meet the tutor before you commit.

Globally available - USA, UK, Canada, Australia, Singapore, UAE, GCC and India.

Recorded sessions provided for missed classes (group format) - no concept is left behind.

Overview

Physics Grade 11-12 is senior-secondary Physics for the PCM / JEE / AP / IB / A-level stream. WinQuest delivers it 1:1 or in small groups aligned to your board - CBSE Class 11/12, ICSE ISC, Cambridge AS/A-level (9702), AP Physics 1+2 or C, Australian v9.0 Senior Physics, or Singapore H2 Physics.

What You'll Learn

Live interactive sessions
1st one-on-one session
Comprehensive curriculum
No long-term commitment
Personalized learning plan

Grade 11

Age 16+ 90 hrs

Kinematics

Position (s, vector), velocity (v = ds/dt), acceleration (a = dv/dt); kinematics equations (v = u + at; s = ut + 1/2 at^2; v^2 = u^2 + 2as).
Motion graphs (s-t, v-t, a-t; slope and area interpretations) and projectile motion (x = u cos theta . t; y = u sin theta . t - 1/2 gt^2).
Relative motion - velocity of A relative to B = vA - vB; frames of reference; problems with boats, planes in moving fluids.

Dynamics - Newton's Laws

Forces (push/pull, vector quantity, measured in newtons) and free-body diagrams (drawing all forces acting on an object).
Newton's three laws - 1st (F_net = 0 means a = 0; inertia), 2nd (F = ma; vectors), 3rd (every action has equal opposite reaction).
Friction (mu_s N for static; mu_k N for kinetic), tension (force along strings / cables), normal force (perpendicular reaction).

Energy & Momentum

Work (W = F.d cos theta, joules), kinetic energy (KE = 1/2 mv^2), gravitational potential energy (PE = mgh), elastic PE (1/2 kx^2).
Conservation of mechanical energy (KE + PE = constant in absence of non-conservative forces like friction).
Impulse (J = F.t = dp; vector), momentum (p = mv); collisions - elastic (KE conserved) vs inelastic (KE not conserved).

Circular Motion & Rotation

Uniform circular motion - centripetal acceleration (a_c = v^2/r) and centripetal force (F_c = mv^2/r) directed towards centre.
Torque (tau = r x F = rF sin theta) and rotational equilibrium (sum of torques = 0; sum of forces = 0).
Angular momentum (L = r x p = I omega for rigid body); conservation of L when no external torque acts.

Kinematics

Linear motion - displacement (vector), velocity (rate of displacement change), acceleration (rate of velocity change).
Two-dimensional motion and projectiles (horizontal: constant velocity; vertical: -g acceleration; parabolic path).
Relative velocity - vector subtraction (v_AB = v_A - v_B); riverboat, headwind problems.

Forces

Newton's laws of motion - 1st (inertia: F_net = 0 -> a = 0), 2nd (F = ma), 3rd (action-reaction).
Friction - static (object at rest; f_s <= mu_s N; coefficient of static friction) and kinetic (object moving; f_k = mu_k N).
Forces in 2-D - inclined planes (resolve mg into mg sin theta along + mg cos theta perpendicular); pulleys.

Energy & Society

Work (W = F.d cos theta), energy (KE = 1/2 mv^2; PE = mgh), power (P = W/t; in watts).
Conservation of energy (total energy in isolated system constant; transforms between forms but cannot be created / destroyed).
Energy sources (renewable: solar, wind, hydro; non-renewable: fossil fuels, nuclear) and efficiency (useful output / total input).

Waves & Sound

Properties of waves - frequency (Hz), wavelength (m), amplitude, speed (v = f lambda), transverse vs longitudinal.
Sound waves (longitudinal; need medium) and resonance (forced vibrations at natural frequency; e.g., wine glass).
Doppler effect (apparent frequency change for relative motion between source + observer) and applications (radar, ultrasound, astronomy).

Kinematics & Dynamics

Vectors (have magnitude + direction: velocity, force) and scalars (magnitude only: speed, mass) in motion.
Newton's laws (1st, 2nd: F = ma, 3rd: action-reaction) and friction (mu N; static vs kinetic; coefficient).
Energy (W-KE theorem: W_net = dKE) and momentum (p = mv) conservation in isolated systems.

Thermal & Nuclear

Heat transfer - conduction (through solids; Q/t = kA dT/dx), convection (in fluids; density-driven), radiation (EM waves; Stefan-Boltzmann sigma T^4).
Specific heat capacity (Q = mc dT; J / kg / K) and latent heat (Q = mL; energy for phase change without temperature change).
Radioactive decay (N = N0 e^(-lambda t); alpha, beta, gamma) and half-life (t1/2 = ln 2 / lambda; time for half the nuclei to decay).

Waves & Thermodynamics

Wave properties - frequency (f, Hz), wavelength (lambda, m), speed (v = f lambda), period (T = 1/f).
Sound waves (longitudinal; needs medium) and light waves (transverse EM; can travel in vacuum at c = 3 x 10^8 m/s).
Refraction (bending at boundary; Snell's law: n1 sin theta1 = n2 sin theta2) and dispersion (white light -> rainbow via prism).

Electricity & Magnetism

DC circuits - Ohm's law (V = IR), Kirchhoff's rules (KCL: sum I_in = sum I_out; KVL: sum V around loop = 0).
Magnetic fields (B in tesla) and the right-hand rule (current direction + B field direction -> force on charged particle direction).
Electromagnetic induction - introduction (Faraday's law: EMF = -d Phi / dt; Lenz's law: induced current opposes flux change).

Mechanics

Units (SI: m, kg, s, A, K, mol, cd), dimensions (L, M, T; dimensional analysis), kinematics (motion equations).
Newton's laws (1st: inertia, 2nd: F = ma, 3rd: action-reaction); friction (static, kinetic); work (W = F.d), energy (KE, PE), power (W/t).
Systems of particles (centre of mass; momentum) and rotational motion (torque tau = r x F; moment of inertia I); gravitation (F = Gm1m2/r^2).

Properties of Matter & Heat

Mechanical properties of solids (Hooke's law F = kx; Young's modulus Y = stress / strain) and fluids (Pascal's law, Bernoulli's equation).
Thermal properties of matter - thermal expansion (linear, area, volume; alpha, beta, gamma); specific heat capacity; latent heat.
Thermodynamics - 1st law (Q = dU + W), 2nd law (entropy never decreases; heat engines have limited efficiency); processes (isothermal, adiabatic).

Oscillations & Waves

Simple harmonic motion - period (T = 2 pi sqrt(m/k) for spring; T = 2 pi sqrt(L/g) for pendulum), energy (E = 1/2 kA^2 max).
Wave motion - longitudinal (compressions / rarefactions; sound) and transverse (perpendicular to motion; light, water waves).
Sound waves (need medium; v = sqrt(B/rho) in solid; v = 343 m/s in air at 20C) and Doppler effect (f' = f (v +/- v_o) / (v +/- v_s)).

Kinetic Theory & Practical

Kinetic theory of gases - PV = NkT; average KE = 3/2 kT; rms speed v_rms = sqrt(3kT/m); pressure from molecular collisions.
NCERT practical experiments - 12+ standardised experiments (Vernier callipers, screw gauge, beam balance, simple pendulum, etc.).
Numerical problem-solving for boards / JEE - drilling MCQs + numericals; previous year JEE papers; conceptual problems.

Mechanics

Kinematics - 1D motion (v = u + at; s = ut + 1/2 at^2) and 2D motion (projectile motion; parabolic path).
Newton's laws; circular motion (centripetal: a = v^2/r; F = mv^2/r); work (F.d) and energy (KE = 1/2 mv^2; PE).
Rotational motion (torque tau = I alpha; angular momentum L = I omega) and rigid body dynamics (moment of inertia).

Gravitation & Properties of Matter

Gravitation - Newton's law (F = Gm1m2/r^2; G = 6.67 x 10^-11), Kepler's laws (orbits are ellipses; equal areas in equal times; T^2 proportional to a^3).
Elasticity (Hooke's law F = kx; Young's modulus stress/strain) and pressure (P = F/A; Pascal's law; barometers).
Surface tension (force per length; capillary action) and viscosity (resistance to flow; Stokes' law F = 6 pi eta rv).

Heat & Thermodynamics

Heat (energy transfer due to temperature difference) and temperature (Celsius, Kelvin; K = C + 273).
Laws of thermodynamics - 0th (thermal equilibrium), 1st (Q = dU + W), 2nd (entropy increases), 3rd (S = 0 at T = 0 K).
Heat engines (efficiency = W/Q_h = 1 - T_c/T_h for Carnot) and refrigerators (COP = Q_c / W).

Oscillations & Waves

Simple harmonic motion (a = -omega^2 x; T = 2 pi / omega; energy is conserved between KE and PE).
Wave motion - properties (amplitude, frequency, wavelength, speed) and types (longitudinal, transverse, mechanical, EM).
Sound (longitudinal; needs medium; v = 343 m/s in air) and Doppler effect (apparent frequency change due to relative motion).

Mechanics

Motion - kinematics (v = u + at; s = ut + 1/2 at^2; v^2 = u^2 + 2as) and dynamics (Newton's laws; F = ma).
Forces (push/pull, vector), density (rho = m/V; kg/m^3), pressure (P = F/A; Pa = N/m^2).
Work (W = F.d), energy (KE = 1/2 mv^2; PE = mgh), power (P = W/t), and momentum (p = mv; conservation).

Matter & Thermal Physics

Materials - elastic deformation (Hooke's law F = kx; strain energy = 1/2 Fx), Young's modulus (stress / strain).
Waves - properties (frequency, wavelength, speed v = f lambda) and polarisation (only transverse waves can be polarised; Malus's law).
Superposition - interference (constructive: path difference = n lambda; destructive: (n + 1/2) lambda) and diffraction (bending around obstacles).

Electricity

Charge (Q in coulombs; e = 1.6 x 10^-19 C), current (I = dQ/dt; ampere), voltage (V = W/Q; volt).
DC circuits and Kirchhoff's rules - KCL (sum of currents at node = 0), KVL (sum of voltages around loop = 0).
Resistance (R = V/I; ohm), resistivity (R = rho L/A; rho in ohm-m), internal resistance (battery EMF = IR + Ir).

Practical Skills

Measurement (significant figures, precision, accuracy) and uncertainty (absolute, fractional, percentage; propagation in calculations).
Data analysis (mean, standard deviation, best-fit line) and graph plotting (axes, scales, error bars, gradient and intercept).
AS Paper 3 practical exam practice - 2 hours; quantitative + qualitative tasks; lab skills; observations and conclusions.

Note

IGCSE 0625 Physics is sat at the end of Grade 10 / Year 11 in Cambridge schools.
Cambridge AS-level (9702) Physics is taken in Grade 11 / Year 12 - half of full A-level qualification.
See the Cambridge AS-level column above for the Grade 11 syllabus and exam structure.

Measurement & Kinematics

Physical quantities (scalar vs vector), SI units (m, kg, s, A, K, mol, cd), dimensions (L, M, T; dimensional analysis).
Kinematics in 1D (v = u + at; s = ut + 1/2 at^2) and 2D (decompose into x and y components).
Vectors (have magnitude + direction; head-to-tail addition; components) and projectile motion (parabolic path).

Dynamics & Energy

Newton's laws (1st: inertia, 2nd: F = ma, 3rd: action-reaction) and momentum (p = mv; conservation).
Forces - friction (mu N; static vs kinetic), normal (perpendicular reaction), tension (along strings).
Work (W = F.d cos theta), energy (KE = 1/2 mv^2; PE = mgh), power (P = W/t; W/s = watt).

Waves & Thermal

Wave motion (transverse, longitudinal; speed v = f lambda) and superposition (interference, standing waves).
Sound (longitudinal; v = 343 m/s in air) and light (transverse EM; c = 3 x 10^8 m/s) - interference (Young's double slit), diffraction (single slit).
Thermal physics - temperature (Celsius, Kelvin; K = C + 273), heat capacity (Q = mc dT), latent heat (Q = mL).

Practical Skills

Measurement (precision, accuracy, sig figs) and uncertainty (absolute, fractional, percentage; propagation).
Lab experiments (designing, conducting, recording) and analysis (graphs, gradient, intercept, error bars).
H2 Paper 4 practical exam practice - 2h30m; planning, analysis, evaluation; full lab skills assessment.

Grade 12

Age 17+ 90 hrs

Electrostatics

Electric charge (Q in coulombs; e = 1.6 x 10^-19 C; quantised) and Coulomb's law (F = kq1q2/r^2; k = 8.99 x 10^9).
Electric field (E = F/q; E = kQ/r^2 for point charge) and electric potential (V = W/q; V = kQ/r for point charge).
Capacitors (Q = CV; energy U = 1/2 CV^2) and dielectrics (insert between plates; increase capacitance by factor K).

Circuits & Magnetism

DC circuits with capacitors (charging / discharging: V = V0 e^(-t/RC); time constant tau = RC) and inductors (L; back-EMF = -L dI/dt).
Magnetic field (B in tesla; right-hand rule) and force on currents (F = BIL sin theta; on moving charge: F = qvB sin theta).
Electromagnetic induction - Faraday (EMF = -d Phi/dt) and Lenz (induced current opposes flux change); applications: generators, transformers.

Waves, Optics & Modern Physics

Wave optics - interference (Young's double slit; fringe spacing y = lambda L/d), diffraction (single slit), polarisation (Malus's law).
Photoelectric effect (E_photon = hf; KE_max = hf - phi; Einstein's 1905 work) and wave-particle duality (de Broglie lambda = h/p).
Atomic models (Bohr: E_n = -13.6/n^2 eV; quantised orbits) and nuclear physics (alpha, beta, gamma decay; fission, fusion).

Fluid & Thermal Physics

Fluid statics (Pascal's law; hydrostatic pressure P = rho g h; buoyancy F_b = rho_fluid V g) and dynamics; Bernoulli's equation (P + 1/2 rho v^2 + rho gh = const).
Kinetic theory of gases - PV = NkT; average KE = 3/2 kT; rms speed v_rms = sqrt(3RT/M); pressure from molecular collisions.
Laws of thermodynamics (0th, 1st: Q = dU + W, 2nd: entropy increases, 3rd) and heat engines (Carnot efficiency = 1 - T_c/T_h).

Dynamics in Depth

Forces, momentum (p = mv) and energy (KE, PE) in 2D - resolve vectors into x, y components; conservation laws.
Circular motion (a_c = v^2/r; F_c = mv^2/r) and gravitation (F = Gm1m2/r^2; orbital motion v = sqrt(GM/r)).
Equilibrium (sum F = 0 and sum tau = 0) and rotational motion (tau = I alpha; L = I omega; rotational KE = 1/2 I omega^2).

Energy & Momentum

Work-energy theorem (W_net = dKE); collisions (elastic: KE conserved; inelastic: KE not conserved; perfectly inelastic: stick together).
Conservation of energy (total energy in isolated system constant) and momentum (sum p_i = sum p_f when no external forces).
Power (P = W/t = F.v; in watts) and efficiency (useful output / total input; expressed as percentage).

Electricity & Magnetism

Electric fields (E = F/q; E = kQ/r^2 for point charge) and potential (V = kQ/r; equipotentials; relation E = -dV/dr).
Magnetic fields (B in tesla; F = qvB sin theta on moving charge; F = BIL sin theta on current-carrying wire) and EMF.
Electromagnetic induction (Faraday's law EMF = -d Phi/dt; Lenz's law) and AC circuits (V = V0 sin(omega t); rms value = V0 / sqrt(2)).

Wave Nature & Modern Physics

Wave properties (frequency, wavelength, speed v = f lambda) and interference (constructive: in phase; destructive: out of phase).
Photoelectric effect (E_photon = hf; KE_max = hf - phi) and matter waves (de Broglie lambda = h/p).
Special relativity (postulates: speed of light constant; relativity of simultaneity) and nuclear physics (fission, fusion, mass-energy E = mc^2).

Motion & Gravitation

Projectile motion (parabolic; x = u cos theta . t; y = u sin theta . t - 1/2 gt^2) and circular motion (a_c = v^2/r; F_c = mv^2/r).
Gravitational fields (g = F/m; g = GM/r^2) and orbital motion (v = sqrt(GM/r); T^2 = (4 pi^2 / GM) r^3 - Kepler's 3rd law).
Energy and momentum in collisions - elastic (KE conserved) vs inelastic (KE not conserved; perfectly inelastic: stick together).

Electromagnetism

Electric fields - parallel plates (E = V/d, uniform between plates), point charges (E = kQ/r^2, radial).
Magnetic fields (B in tesla) and forces on currents (F = BIL sin theta; right-hand rule for direction).
Electromagnetic induction - Faraday (EMF = -d Phi/dt; rate of flux change) and Lenz (induced current opposes flux change).

Light & Modern Physics

Wave model of light - interference (Young's double slit; fringe spacing y = lambda L/d) and diffraction (single slit; grating).
Particle model - photoelectric effect (light as photons E = hf; KE_max = hf - phi); Einstein's 1905 paper.
Quantum (wave-particle duality, de Broglie lambda = h/p) and nuclear physics intro (radioactive decay, half-life, fission).

Special Relativity (Option)

Postulates of special relativity - laws of physics same in all inertial frames; speed of light c is constant in all frames.
Time dilation (moving clocks run slow; t = t0 / sqrt(1 - v^2/c^2)) and length contraction (L = L0 sqrt(1 - v^2/c^2)).
Mass-energy equivalence (E = mc^2); rest energy + kinetic energy; applications in nuclear physics.

Electrostatics & Current Electricity

Electric charges (Q in coulombs; e = 1.6 x 10^-19 C) and fields (E = F/q; Coulomb's law F = kq1q2/r^2; Gauss's law).
Electrostatic potential (V = W/q; V = kQ/r for point charge) and capacitance (C = Q/V; C of parallel plates = epsilon_0 A/d).
Current electricity - Ohm's law (V = IR), circuits (series + parallel combinations), Kirchhoff's rules.

Magnetism, Induction & AC

Moving charges and magnetism - F = qvB sin theta on charge; F = BIL sin theta on current-carrying wire; right-hand rule.
Magnetism and matter - magnetic dipole moment; magnetisation; paramagnetism, diamagnetism, ferromagnetism.
Electromagnetic induction (Faraday's law EMF = -d Phi/dt; Lenz's law); alternating current (V = V0 sin omega t; rms; transformers).

Optics & Wave Optics

Ray optics (reflection: angle of i = r; refraction: Snell's law n1 sin theta1 = n2 sin theta2) and optical instruments.
Wave optics - interference (Young's double slit y = lambda L/d), diffraction (single slit, grating), polarisation (Malus's law).
Lenses (1/f = 1/v - 1/u; m = v/u), microscope (compound; magnification), telescope (refracting + reflecting).

Modern Physics

Dual nature of radiation (photons) and matter (de Broglie waves lambda = h/p; wave-particle duality).
Atoms - Bohr model (E_n = -13.6/n^2 eV; quantised orbits); nuclei - fission (heavy -> light + energy) and fusion (light -> heavy + energy).
Semiconductor electronics (p-n junction; diodes; transistors as amplifiers / switches); communication systems (modulation: AM, FM).

Electrostatics & DC Circuits

Electric charges, fields (E = F/q; F = kq1q2/r^2 Coulomb's law), Gauss's law (Phi_E = Q_enc / epsilon_0).
Capacitance (C = Q/V; parallel plate C = epsilon_0 A/d) and dielectrics (insert -> C increases by K factor).
DC circuits (series + parallel) and Kirchhoff's laws (KCL: sum I = 0 at node; KVL: sum V = 0 around loop).

Magnetism, Induction & AC

Moving charges in magnetic fields - F = qvB sin theta; circular motion of charged particle in field; mass spectrometer.
Electromagnetic induction - Faraday's law (EMF = -d Phi/dt), Lenz's law, self + mutual induction.
Alternating current circuits - V = V0 sin(omega t); rms values; impedance Z; resonance; transformers.

Optics

Reflection (angle of i = r), refraction (Snell's law); lenses (convex, concave; 1/f = 1/v - 1/u), mirrors (concave, convex).
Wave optics - interference (Young's double slit y = lambda L/d), diffraction (single slit, grating; angular width).
Optical instruments - human eye, magnifying glass, microscope (compound; angular magnification), telescope (astronomical).

Modern Physics

Photoelectric effect (KE_max = hf - phi; threshold frequency; Einstein's explanation) and wave-particle duality (de Broglie lambda = h/p).
Atomic physics (Bohr model; E_n = -13.6/n^2 eV; emission + absorption spectra) and nuclear physics (alpha, beta, gamma decay; fission, fusion).
Semiconductor diodes (p-n junction; forward bias allows current; reverse bias blocks) and transistors (NPN, PNP; amplifier, switch).

Circular Motion, Gravitation, Oscillations

Circular motion - radians (2 pi rad = 360 deg), angular velocity (omega = d theta/dt; v = r omega), centripetal acceleration.
Gravitational fields - Newton's law of gravitation (F = Gm1m2/r^2; G = 6.67 x 10^-11), satellite motion (v = sqrt(GM/r); geostationary T = 24h).
Oscillations - SHM (a = -omega^2 x; T = 2 pi/omega), energy in SHM (E = 1/2 m omega^2 A^2), damping (under, critical, over).

Thermal & Ideal Gases

Ideal gases - kinetic theory (PV = NkT; average KE = 3/2 kT; v_rms = sqrt(3RT/M)).
Thermodynamics - first law (Q = dU + W; energy conserved), internal energy U (depends only on T for ideal gas).
Heat capacity (C = Q/dT; specific heat c = Q/m dT) and latent heat (Q = mL; energy for phase change at constant T).

Electric, Magnetic & Quantum

Coulomb's law (F = kq1q2/r^2; k = 8.99 x 10^9) and electric fields (E = F/q; E = kQ/r^2 for point charge).
Capacitance (C = Q/V; parallel plate C = epsilon_0 A/d) and magnetic fields (B in tesla; F = BIL on wire; F = qvB on charge).
Quantum physics - photoelectric effect (KE_max = hf - phi), atomic energy levels (Bohr E_n = -13.6/n^2 eV; quantised).

Past Paper Practice

4 Paper 4 (theory; 2 hours; 100 marks) and Paper 5 (planning + analysis + evaluation; 1h15m; 30 marks) mocks.
A* targeting (>= 90%); time management (90 min / paper); precise answers with units, sig figs, ray + circuit diagrams.
May / October session preparation - past papers from 5+ years; examiner reports; common mistakes.

Note

IGCSE 0625 Physics is sat at the end of Grade 10 / Year 11 in Cambridge schools.
Cambridge A-level (9702) Physics is taken in Grade 12 / Year 13 - full A-level qualification (AS + A2 papers).
See the Cambridge A-level column above for the Grade 12 syllabus and exam structure.

Oscillations & Waves

SHM (a = -omega^2 x; T = 2 pi/omega) and energy in SHM (E = 1/2 m omega^2 A^2; KE + PE = constant).
Wave superposition - interference (constructive: path diff = n lambda; destructive: (n + 1/2) lambda), diffraction (bending around obstacles), polarisation.
Coherence (constant phase relationship) and standing waves (fixed nodes + antinodes; on strings, in pipes).

Electromagnetism

Electric fields - Coulomb's law (F = kq1q2/r^2), E = F/q, potential V = kQ/r, capacitance C = Q/V.
Magnetic fields (B in tesla) and forces (F = BIL on current-carrying wire; F = qvB sin theta on moving charge).
Electromagnetic induction (Faraday's + Lenz's laws) and AC (V = V0 sin omega t; rms; transformers V_p/V_s = N_p/N_s).

Quantum & Nuclear Physics

Photoelectric effect (KE_max = hf - phi; threshold f_0 = phi/h) and wave-particle duality (de Broglie lambda = h/p).
Atomic models - Bohr (E_n = -13.6/n^2 eV; quantised orbits); spectra (emission, absorption; Balmer, Lyman series).
Nuclear physics - decay (alpha, beta, gamma; N = N0 e^(-lambda t); t1/2 = ln 2 / lambda), binding energy per nucleon (Fe peak).

Exam Preparation

TYS (Ten-Year Series) past papers - drilling each year's questions for pattern recognition.
Paper 1 (MCQ; 1 hour, 30 questions), Paper 2 (structured; 2 hours), Paper 3 (free response; 2 hours), Paper 4 (practical; 2h30m).
A-grade target writing - precise terminology, complete answers with units, diagrams labelled, sig figs.

Requirements

A laptop or desktop with stable internet
Scientific calculator (graphing calc for AP / A-level)
Notebook for equations, ray diagrams, circuit diagrams
School Physics textbook + past papers

Reviews

4.95 / 5 ★ · 300+ students enrolled

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