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Course introduction and live recordings 3
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Course introduction – GoldLecture1.1
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Resources for additional practiceLecture1.2
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Live sessions – info and recordingsLecture1.3
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Part 1: Pure Maths: Fractions, surds, indices and vectors 4
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1a: FractionsLecture2.1
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1b: SurdsLecture2.2
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1c: IndicesLecture2.3
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1d: VectorsLecture2.4
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Part 2: Pure Maths: Algebra 10
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2a Algebra basicsLecture3.1
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2b Solving equationsLecture3.2
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2c: Simultaneous equationsLecture3.3
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2d: Changing the subjectLecture3.4
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2e: Working with functionsLecture3.5
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2f: Factorising quadraticsLecture3.6
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2g: Completing the square, quadratic formula, disguised quadraticsLecture3.7
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2h: Algebraic fractionsLecture3.8
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2i: Algebraic proofLecture3.9
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2j: SequencesLecture3.10
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Part 3: Pure Maths: Coordinate geometry and graphs 4
This is really an extension of the algebra work.
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3a: Straight line graphsLecture4.1
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3b: Quadratic graphsLecture4.2
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3c: Inequality graphsLecture4.3
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3d: Graph shapes and transformationsLecture4.4
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Part 4: Pure Maths: Trigonometry 4
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4a: Pythagoras’ TheoremLecture5.1
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4b: SOHCAHTOA – sine, cosine and tangentLecture5.2
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4c: Exact trig values and trigonometric graphsLecture5.3
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4d: Triangle formulae: triangle area, sine rule, cosine ruleLecture5.4
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Part 5: Statistics: Data handling 4
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5a: Sampling and data typesLecture6.1
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5b: Averages and spreadLecture6.2
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5c: HistogramsLecture6.3
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5d: Cumulative frequency graphs and box plotsLecture6.4
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Part 6: Statistics: Probability 3
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Part 7: Mechanics 2
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7a: Travel graphsLecture8.1
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7b: Forces and Newton’s lawsLecture8.2
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4a: Pythagoras’ Theorem
Video lesson
First, work through the video, pausing it when it’s time to have a go at the questions. If you struggle with a question then try to only reveal the solution a little at a time, and predict the next stage before you play it.
Additional practice
Download the worksheet and work through it, then check your answers against the model solutions.