##### 1.1

- Sequences and Logs: Overview: Paper 1: Medium
- Sequences and Logs: Part A and B: Paper 1: Medium
- Sequences and Logs: Part C: Paper 1: Medium
- Sequences and Logs: Part D: Paper 1: Medium
- Sequences and Logs: Part E: Paper 1: Medium
- Sequences and Logs: Part F: Paper 1: Medium
- Sequences and Series: Example 1: Paper 1: Medium
- Sequences and Series: Example 2: Paper 1: Hard
- Sequences and Series: Example 3: Paper 1: Easy

##### 1.2

- Solving Exponential Equation: Example 1: Paper 1: Easy
- Solving Exponential Equation: Example 2: Paper 1: Hard
- Solving Logarithmic Equation: Example 3: Paper 1: Medium

##### 1.3

- Binomial Theorem: Example 1: Paper 2: Easy: TI-84+
- Binomial Theorem: Example 2: Paper 2: Hard: TI-84+
- Binomial Theorem: Example 3: Paper 2: Medium: TI-84+
- Counting Principles: Paper 1: Easy
- Counting Principles: Paper 2: Hard
- Counting Principles: Paper 2: Medium

##### 1.4

- Proof by Induction: Example 1: Paper 1: Easy
- Proof by Induction: Example 2: Paper 1: Medium
- Proof by Induction: Example 3: Paper 1: Hard

##### 1.5

- Complex Numbers and Integration: Overview: Paper 1: Medium
- Complex Numbers and Integration: Part C: Paper 1: Medium
- Complex Numbers and Integration: Part D: Paper 1: Medium
- Complex Numbers and Trigonometry: Overview: Paper 1: Medium
- Complex Numbers and Trigonometry: Part A: Paper 1: Medium
- Complex Numbers and Trigonometry: Part B: Paper 1: Medium
- Complex Numbers and Trigonometry: Part E: Paper 1: Medium
- Simple Operations in the a + bi Form: Paper 1: Easy
- Trigonometric Representation, Euler's Notation, De Moivre's Theorem: Paper 1: Medium

##### 1.7

- Proof of de Moivre's Theorem: Alternative Method: Paper 1: Medium
- Proof of de Moivre's Theorem: Paper 1: Medium
- Roots of Complex Numbers in the Form z = a+bi: Paper 1: Hard
- Roots of Unity: Example 1: Paper 1: Hard
- Roots of Unity: Example 2: Paper 1: Hard
- Use of de Moivre's Theorem: Example 1: Paper 1: Easy
- Use of de Moivre's Theorem: Example 2: Paper 1: Medium
- Use of de Moivre's Theorem: Example 3: Paper 1: Hard

##### 1.8

- Finding the Roots of Polynomial Equations: Example 1: Paper 1: Easy
- Finding the Roots of Polynomial Equations: Example 2: Paper 1: Easy
- Finding the Roots of Polynomial Equations: Example 3: Paper 1: Medium
- Finding the Roots of Polynomial Equations: Example 4: Paper 1: Medium
- Finding the Roots of Polynomial Equations: Example 5: Paper 1: Hard

##### Long Questions

- Complex Numbers and Integration: Overview: Paper 1: Medium
- Complex Numbers and Integration: Part C: Paper 1: Medium
- Complex Numbers and Integration: Part D: Paper 1: Medium
- Complex Numbers and Trigonometry: Overview: Paper 1: Medium
- Complex Numbers and Trigonometry: Part A: Paper 1: Medium
- Complex Numbers and Trigonometry: Part B: Paper 1: Medium
- Complex Numbers and Trigonometry: Part E: Paper 1: Medium
- Sequences and Logs: Overview: Paper 1: Medium
- Sequences and Logs: Part A and B: Paper 1: Medium
- Sequences and Logs: Part C: Paper 1: Medium
- Sequences and Logs: Part D: Paper 1: Medium
- Sequences and Logs: Part E: Paper 1: Medium
- Sequences and Logs: Part F: Paper 1: Medium