Cambridge International A-Level Maths: Pure 1
This course covers the Pure 1 module of the Cambridge International A-Level Maths.
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1.1 Factorising to Solve Quadratics
FREE PREVIEW1.1 Quiz
FREE PREVIEW1.2 The Quadratic Formula
FREE PREVIEW1.2 Quiz
FREE PREVIEW1.3 Using a Calculator to Solve Quadratics
FREE PREVIEW1.3 Quiz
FREE PREVIEW1.4 Completing the square to Solve Quadratics
FREE PREVIEW1.4 Quiz
FREE PREVIEW1.5 Completing the Square to Find Turning Points (Part 1)
FREE PREVIEW1.5 Quiz
FREE PREVIEW1.6 Completing the Square to Find Turning Points (Part 2)
FREE PREVIEW1.6 Quiz
FREE PREVIEW1.7 Quadratic Graphs (Part 1)
FREE PREVIEW1.7 Quiz
FREE PREVIEW1.8 Quadratic Graphs (Part 2)
FREE PREVIEW1.8 Quiz
FREE PREVIEW1.9 Proof of the Quadratic Formula
FREE PREVIEW1.10 The Discriminant
FREE PREVIEW1.10 Quiz
FREE PREVIEW1.11 Applications of the Discriminant
FREE PREVIEW1.11 Quiz
FREE PREVIEW1.12 Quadratic Simultaneous Equations (Part 1)
1.13 Quadratic Simultaneous Equations (Part 2)
1.13 Quiz
1.14 Linear Inequalities and Set Notation
1.14 Quiz
1.15 Quadratic Inequalities (Part 1)
1.15 Quiz
1.16 Quadratic Inequalities (Part 2)
1.16 Quiz
1.17 Quadratic Inequalities (Part 3)
1.17 Quiz
1.18 Disguised Quadratics (Part 1)
FREE PREVIEW1.18 Quiz
FREE PREVIEW1.19 Disguised Quadratics (Part 2)
FREE PREVIEW1.19 Quiz
FREE PREVIEW1.20 Modelling with Quadratics (Part 1)
FREE PREVIEW1.21 Modelling with Quadratics (Part 2)
FREE PREVIEW1.21 Quiz
FREE PREVIEWQuadratics - Exam Questions
FREE PREVIEW2.1 Mappings
2.1 Quiz
2.2 Domain and Range
2.2 Quiz
2.3 Composite Functions
2.3 Quiz
2.4 Inverse Functions
2.4 Quiz
2.5 Translations (Part 1)
2.5 Quiz
2.6 Translations (Part 2)
2.6 Quiz
2.7 Stretches (Part 1)
2.7 Quiz
2.8 Stretches (Part 2)
2.8 Quiz
2.9 Reflections
2.9 Quiz
2.10 The "Prison" Method
2.11 Applications of Transformations
Functions - Exam Questions
3.1 y=mx+c
3.2 Gradients
3.2 Quiz
3.3 The Equation of a Line
3.3 Quiz
3.4 Straight Line Problem Solving
3.4 Quiz
3.5 Parallel Lines
3.5 Quiz
3.6 Perpendicular Lines
3.6 Quiz
3.7 Perpendicular Bisectors
3.7 Quiz
3.8 Length Problems
3.8 Quiz
3.9 Area Problems
3.9 Quiz
3.10 Modelling with Straight Lines
3.10 Quiz
Straight Line Graphs - Exam Questions
4.1 Circles Intro
4.1 Quiz
4.2 The Equation of a Circle
4.2 Quiz
4.3 Calculating Centre and Radius
4.3 Quiz
4.4 Problem Solving with Circles
4.4 Quiz
4.5 Intersecting Lines and Circles (Part 1)
4.6 Intersecting Lines and Circles (Part 2)
4.6 Quiz
4.7 Tangents to Circles (Part 1)
4.8 Tangents to Circles (Part 2)
4.9 Tangents to Circles (Part 3)
4.9 Quiz
4.10 Circles and Triangles (Part 1)
4.11 Circles and Triangles (Part 2)
4.12 Circles and Triangles (Part 3)
4.12 Quiz
Circles - Exam Questions
5.1 The Sine Rule: Lengths
5.1 Quiz
5.2 The Sine Rule: Angles
5.2 Quiz
5.3 The Cosine Rule: Lengths
5.3 Quiz
5.4 The Cosine Rule: Angles
5.4 Quiz
5.5 The Cosine Rule: Algebraic Problems
5.5 Quiz
5.6 The Area of a Triangle
5.6 Quiz
5.7 The Sine Graph
5.8 The Cosine Graph
5.9 The Tan Graph
5.7/5.8/5.9 Quiz
5.10 Transformations of Trig Graphs
5.11 Applications of Transformations
5.10/5.11 Quiz
6.1 Multiple Sine Solutions
6.1 Quiz
6.2 Multiple Cosine Solutions
6.2 Quiz
6.3 Multiple Tan Solutions
6.3 Quiz
6.4 Trig Identities
6.5 Solving Trig Equations With the Tan Identity
6.5 Quiz
6.6 Solving Quadratic Trig Equations (Part 1)
6.7 Solving Quadratic Trig Equations (Part 2)
6.7 Quiz
6.8 Further Trig Equations (Part 1)
6.9 Further Trig Equations (Part 2)
6.9 Quiz
6.10 Proving Trig Identities (Part 1)
6.11 Proving Trig Identities (Part 2)
Trigonometry - Exam Questions