Need some A Level Maths help?
We have a collection of videos, solutions, activities, worksheets and past year papers that are
suitable for A Level Maths. Some materials here are also relevant
for IGCSE/GCSE Additional Mathematics.
In our lessons here, we shall cover
Past Papers (C1) |
Mark Schemes |
Video Solutions |
January 2009 |
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June 2008 |
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June 2007 |
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January 2007 |
Questions and Answers for Edexcel Core
Mathematics C2 January and June
Past Papers (C2) |
Mark Schemes |
Video Solutions |
January 2009 |
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June 2008 |
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June 2007 |
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January 2007 |
Questions and Answers for Edexcel Core
Mathematics C3 January and June
Past Papers (C3) |
Mark Schemes |
Video Solutions |
June 2008 |
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January 2008 |
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June 2007 |
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Questions and Answers for Edexcel Core
Mathematics C4 January and June
Past Papers (C4) |
Mark Schemes |
Video Solutions |
June 2009 |
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January 2009 |
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June 2008 |
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January 2008 |
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June 2007 |
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January 2007 |
Practice test and answers for Core 1 A-level Examination
A-level Examination Q1 - Q5 | A-level Examination Q6 - Q10 |
A-level Examination Paper 2 Q1 - Q4 | A-level Examination Paper 2 Q5 - Q8 |
Practice test and answers for Core 2 A-level Examination
A-level Examination Q1 - Q4 | A-level Examination Q5 - Q9 |
Questions and Answers for OCR 4721 Core Mathematics 1
Questions for Jan 2010 | Core Mathematics 1 January 2010 Q1-Q4 |
Core Mathematics 1 January 2010 Q5-Q8 | Core Mathematics 1 January 2010 Q9-Q11 |
Questions and Answers for IGCSE/GCSE Additional
Mathematics
Additional Maths 2008 Q1 - Q4 | Additional Maths 2008 Q5 - Q8 |
Additional Maths 2008 Q9 - Q13 |
Bridging the gap between GCSE Maths and A-level Maths
Rules of Indices (Review) | Simplifying Indices |
Indices Exam Questions | Indices and Differentiation Exam Questions |
Surds Tutorial I | Surds Tutorial II |
Surds Tutorial III | Surds Tutorial IV |
Vector Equation of a Line | Vectors: Shortest Distance between point and line |
Vector Exam Questions I | Vector Exam Questions II |
Vector Exam Questions III |
Questions and Answers for A-level Edexcel GCE Statistics S1 June 2007
Questions for S1 June 2007 | A-Level Edexcel S1 June 2007 Q1 Correlation |
A-Level Edexcel S1 June 2007 Q2 Box Plots | A-Level Edexcel S1 June 2007 Q3 Regression |
A-Level Edexcel S1 June 2007 Q4 Venn Diagrams | A-Level Edexcel S1 June 2007 Q5 Histogram |
A-Level Edexcel S1 June 2007 Q6 Normal Distribution | A-Level Edexcel S1 June 2007 Q7 Discrete Random Variables |
Mechanics TutorialForce and Moments | MechanicsNewton's Law of Motion, F=ma |
Resolving ForcesSplitting a Force into Components | Mechanics Exam QuestionsForces |
Mechanics Exam QuestionsForce Vectors | Mechanics Exam QuestionsGravity and Acceleration |
Inclined Planes Finding Coefficient of Friction & Missing Angles | Conservation of Momentum |
Mechanics Exam QuestionsImpulse, Momentum | Mechanics Exam QuestionsMoments I |
Mechanics Exam QuestionsMoments II | Mechanics Exam QuestionsVelocity-Time Graphs |
Mechanics Exam QuestionsConnected Particles I | Mechanics Exam QuestionsConnected Particles II |
Mechanics Exam QuestionsConnected Particles III | Friction, Limiting Equilibrium, Coefficient of Friction |
Mechanics Exam QuestionsFriction | Mechanics Exam QuestionsPosition and Velocity Vectors |
Mechanics Exam QuestionsVelocity Vectors | Kinematics SUVAT equations I |
Kinematics SUVAT equations II | Kinematics SUVAT equations III |
Kinematics SUVAT equations IV | Kinematics Vertical Motion I |
Kinematics Vertical Motion II | Kinematics Acceleration-Time and Speed-Time Graphs I |
Kinematics Acceleration-Time and Speed-Time Graphs II | Moments 1
Basic example of taking moments Equilibrium - taking moments |
Moments 2
Example of non-uniform rod Finding the centre of a non-uniform rod Hanging a non-uniform bar |
Moments 3
Taking moments at an angle Sum of moments about a point Hanging rod in equilibrium |
Proof by Induction I Summation of series, Divisibility | Proof by Induction II Recurrence Relations, Matrices |
Matrices Dimensions, Adding and Subtracting Matrices | Matrices Scalar, Multiplying Matrices |
Matrices Basic Linear Transformations | Matrices Finding Linear Transformations |
Matrices Multiple Linear Transformations | Matrices Inverse and Determinants |
Matrices Area of image using determinants | Matrices 2x2 Matrix to solve simultaneous equations |
Summing Finite Series I with limits, with geometric series, proof by induction | Summing Finite Series II logs, unknown coefficients, finding 2n |
Complex Numbers 1 Adding & subtracting complex numbers Simplifying purely imaginary parts Quadratics with complex roots | Complex Numbers 2 Powers of i Multiplying Complex Numbers |
Complex Numbers 3 Conjugates Dividing Complex numbers Solving Equation with conjugate | Complex Numbers 4 Sum and product of roots |
Complex Numbers 5 Plotting Argand Diagram | Complex Numbers 6 Argand Diagram modulus Argand Diagram parallelogram law Finding Modulus & Argument Basics |
Complex Numbers 7 Polar Form r(cos0 + isin0) Polar Form to rectangular form | Complex Numbers 8 Comparing imaginary numbers Square roots of a complex number |
Complex Numbers 9 Finding a quadratic Finding a cubic | Complex Numbers 10 Finding a quartic equation Quartic equation on Argand Diagram |