📘 Module 1: Introduction to A & AS Level Physics

• Syllabus overview & assessment objectives

• Scientific notation & SI units

• Measurement techniques

• Precision, accuracy & error analysis

• Graphical representation of data

📘 Module 2: Mechanics

• Scalars & vectors

• Kinematics: Displacement, velocity, acceleration

• Motion graphs & equations of motion

• Newton’s laws of motion

• Momentum, impulse & collisions

• Work, energy & power

• Conservation of energy

• Circular motion & centripetal force

• Gravitational fields & orbital motion

📘 Module 3: Electricity

• Electric fields & force

• Electric potential & potential difference

• Current, resistance & resistivity

• Ohm’s law & non-ohmic behavior

• Series & parallel circuits

• Kirchoff’s laws

• EMF, internal resistance & power

• Practical electrical measurements

📘 Module 4: Waves & Oscillations

• Types of waves & wave characteristics

• Wave equation, frequency & wavelength

• Reflection, refraction & total internal reflection

• Interference & diffraction

• Stationary waves

• Simple Harmonic Motion (SHM)

• Resonance & applications

📘 Module 5: Thermal Physics

• Temperature scales & thermal equilibrium

• Kinetic theory of gases

• Internal energy

• Specific heat capacity & latent heat

• Gas laws & ideal gas equation

• Real-world applications of thermal physics

📘 Module 6: Modern Physics & Quantum Concepts

• Photoelectric effect

• Energy levels & photons

• Wave-particle duality

• Atomic models

• Nuclear physics: radioactivity, half-life & decay

• Binding energy & nuclear reactions

📘 Module 7: Fields & Electromagnetism

• Gravitational fields & potential

• Electric fields & electric potential

• Magnetic fields & force on charges

• Electromagnetic induction

• Faraday’s & Lenz’s Laws

• Alternating currents (AC)

• Transformers & power transmission

📘 Module 8: Practical Skills & Laboratory Work

• Planning and designing experiments

• Using lab instruments effectively

• Data collection & error minimization

• Plotting and interpreting results

• Common practical exam questions

• Tips for achieving accuracy

📘 Module 9: Problem Solving & Numericals

• Strategy for tackling long-form numericals

• Past paper numerical practice

• Concept-based problem breakdown

• Speed-building exercises for exams

📘 Module 10: Exam Preparation & Strategy

• Understanding Cambridge exam format

• Time-efficient answering techniques

• How to write high-mark responses

• Solving past papers

• Chapter-wise revision plan

• Mock tests & feedback sessions

📘 Module 11: Real-World Applications

• Physics in engineering

• Electronics & communication systems

• Physics in medicine (lasers, X-rays, MRI)

• Space science & satellite physics

• Renewable energy technologies

MODULE 1: Foundations of Advanced Mathematics

• Algebraic fundamentals

• Functions, domains & ranges

• Transformations of functions

• Absolute value, polynomial & rational functions

• Exponential and logarithmic functions

• Trigonometric identities & equations

MODULE 2: Limits & Continuity (AP Calculus AB + A-Level Integration)

• Understanding limits

• One-sided & infinite limits

• Graphical & algebraic evaluation of limits

• Continuity and discontinuities

• Squeeze theorem

• Limits in piecewise functions

MODULE 3: Derivatives

• Concept of derivative as a rate of change

• Differentiation rules

  • Power rule

  • Product rule

  • Quotient rule

  • Chain rule

• Implicit differentiation

• Logarithmic & exponential differentiation

• Trigonometric & inverse trigonometric derivatives

• Higher-order derivatives

MODULE 4: Applications of Derivatives

• Increasing & decreasing functions

• Maxima & minima

• First & second derivative tests

• Concavity & points of inflection

• Optimization problems

• Related rates

• Motion along a line (velocity, speed, acceleration)

MODULE 5: Integration (Indefinite & Definite)

• Antiderivatives

• Basic integration rules

• Substitution method

• Integration using trigonometric identities

• Definite integrals & properties

• Area under curves

• Accumulation functions

MODULE 6: Applications of Integrals

• Area between curves

• Volumes of revolution (disc & washer methods)

• Motion problems using integration

• Average value of a function

• Differential equations & slope fields

• Logistic growth model

MODULE 7: A & AS Level Pure Mathematics

A Level Pure Math Topics

• Algebra & inequalities

• Coordinate geometry

• Series & sequences

• Binomial expansions

• Logarithms & exponentials

• Trigonometric functions & identities

• Vectors

• Matrices

• Complex numbers

MODULE 8: A-Level Mechanics (If required by student)

• Kinematics: displacement, velocity, acceleration

• Dynamics & Newton’s laws

• Forces, friction, & tension

• Moments

• Work, energy & power

• Momentum & collisions

MODULE 9: A-Level Statistics (Optional Based on Student Needs)

• Data representation

• Probability

• Discrete random variables

• Normal distribution

• Hypothesis testing

MODULE 10: Problem-Solving & Exam Practice

• Topic-wise high-level problem sets

• AP Free-Response Questions (FRQs)

• A & AS Level past papers

• Speed-building drills

• Section-wise time management

• Mock tests & performance evaluation