Below you can see videos arranged according to the chapters in the textbook. There is another page with past papers here.

Buy the official course textbook, exam practice questions and revision guide here (Amazon affiliate links):

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## Chapter 2 Polynomials, functions and equations

## Chapter 3 Applications of equations and inequalities in one variable

## Chapter 4 Sequences and recurrence relationships

## Chapter 5 Points, lines and circles

## Chapter 6 Graphs

## Chapter 7 Linear inequalities in two variables

## Chapter 8 Trigonometric functions

1. Graphs of sin cos and tan using the unit circle

2. Cosine rule

3. Sine rule including the ambiguous case

4. Proof of sine and cosine rules

5. Proving two useful trig identities

6. Using identities to solve equations

7a. Exam questions – trig identities and equations part 1

7b. Exam questions – trig identities and equations part 2

## Chapter 10 Permutations and Combinations

## Chapter 11 The binomial distribution

## Chapter 14 Differentiation

## Chapter 16 Applications to Kinematics

0. Introduction to mechanics at A-level

1. Constant acceleration formulae (suvat equations)

2*. Deriving the suvat equations

3. Suvat equations examples

4. Free fall under gravity

5. Using differentiation to find velocity and acceleration

6. Using differentiation and integration to solve 1d kinematics problems

Note: The syllabus for this paper changed in 2019 (see the official website for more details). Previously I made a playlist of past paper questions by topic. You can view it below, but some of the topics are no longer in the syllabus.