CIE Pure Mathematics 2 & 3

Cambridge International AS & A Level Mathematics (9709)

Note

Welcome, students! This academic portal provides unit-specific study materials, syllabus outlines, and exam revision resources to help you master P2 & P3 and prepare for your modular exams.

1. Syllabus

The detailed syllabus structure for CIE Pure Mathematics 2 & 3 (P2 & P3) comprises the following topics:

2.1 Algebra
2.2 Logarithmic and exponential functions
2.3 Trigonometry
2.4 Differentiation
2.5 Integration
2.6 Numerical solution of equations

3.1 Algebra
3.2 Logarithmic and exponential functions
3.3 Trigonometry
3.4 Differentiation
3.5 Integration
3.6 Numerical solution of equations
3.7 Vectors
3.8 Differential equations
3.9 Complex numbers

2. Study Lessons

Access core study notes and practice worksheets for each subtopic below:

Subtopic Revision Notes Practice Questions
Algebra and Functions
Further Modelling with Functions Notes Practice
General Binomial Expansion Notes Practice
Modulus functions Notes Practice
Partial Fractions Notes Practice
Polynomials Notes Practice
Complex Numbers
Argand Diagrams Notes Practice
Complex Numbers Notes Practice
Further Complex Numbers Notes Practice
Differentiation
Differentiation of parametric equations Notes Practice
Further Differentiation Notes Practice
Implicit Differentiation Notes Practice
Integration
Differential Equations Notes Practice
Further Integration Notes Practice
Logarithms and Exponentials
Laws of Logarithms Notes Practice
Logarithmic and Exponential Functions Notes Practice
Modelling with Logarithms and exponentials Notes Practice
Numerical Methods
Numerical Solutions of Equations Notes Practice
Trigonometry
Compound and Double Angle Formulae Notes Practice
Further Trigonometric Equations Notes Practice
Reciprocal Trigonometric Functions Notes Practice
Trigonometric Proof Notes Practice
Vectors
Vector Equations of Lines and The Scalar Product Notes Practice
Vectors in 2 Dimensions Notes Practice
Vectors in 3 Dimensions Notes Practice

3. Practice Questions

Access unit-focused practice question sheets and step-by-step mark schemes below:

STT Topic Practice Set Description Question Paper Mark Scheme
1 2.1 / 3.1 Algebra Binomial Only PDF QP Upcoming
2 2.1 / 3.1 Algebra Factor And Remainder Theorems And Long Division PDF QP Upcoming
3 2.1 / 3.1 Algebra Modulus Graphs Equations And Inequalities PDF QP Upcoming
4 2.1 / 3.1 Algebra Partial Fractions And Binomial PDF QP Upcoming
5 2.1 / 3.1 Algebra Partial Fractions And Integration PDF QP Upcoming
6 2.2 / 3.2 Logarithmic and exponential functions Logarithm And Exponential Equations And Inequalities 1 PDF QP Upcoming
7 2.2 / 3.2 Logarithmic and exponential functions Logarithm And Exponential Equations And Inequalities 2 PDF QP Upcoming
8 2.2 / 3.2 Logarithmic and exponential functions Logarithms Transformed To Linear PDF QP Upcoming
9 2.3 / 3.3 Trigonometry Rsinxa PDF QP Upcoming
10 2.3 / 3.3 Trigonometry Trig Compound And Double Angle 1 PDF QP Upcoming
11 2.3 / 3.3 Trigonometry Trig Compound And Double Angle 2 PDF QP Upcoming
12 2.4 / 3.4 Differentiation Implicit Differentiation PDF QP Upcoming
13 2.4 / 3.4 Differentiation Parametric Eqns PDF QP Upcoming
14 2.4 / 3.4 Differentiation Product And Quotient 1 PDF QP Upcoming
15 2.4 / 3.4 Differentiation Product And Quotient 2 PDF QP Upcoming
16 2.5 / 3.5 Integration Integration By Parts PDF QP Upcoming
17 2.5 / 3.5 Integration Integration By Substitution PDF QP Upcoming
18 2.5 / 3.5 Integration Integration Of Trig PDF QP Upcoming
19 2.6 / 3.6 Numerical solutions of equations Iteration And Calculus PDF QP Upcoming
20 2.6 / 3.6 Numerical solutions of equations Iteration And Sketching Or Radians PDF QP Upcoming
21 3.7 Vectors Vectors 1 PDF QP Upcoming
22 3.7 Vectors Vectors 2 PDF QP Upcoming
23 3.8 Differential equations Differential Eqns 1 PDF QP Upcoming
24 3.8 Differential equations Differential Eqns 2 PDF QP Upcoming
25 3.9 Complex numbers Complex Numbers Eqns And Loci PDF QP Upcoming
26 3.9 Complex numbers Complex Numbers Eqns PDF QP Upcoming

4. Topical Past Paper Questions

Test your knowledge with topic-classified actual past paper questions. Download the PDF papers here:

STT Chapter / Topic PDF Question Paper
1 Chapter 1: Algebra Part 1 Part 2 Part 3 Part 4
2 Chapter 2: Logarithmic & exponential functions Part 1 Part 2
3 Chapter 3: Trigonometry Part 1 Part 2 Part 3
4 Chapter 4: Differentiation Part 1 Part 2 Part 3 Part 4
5 Chapter 5: Integration Part 1 Part 2 Part 3 Part 4
6 Chapter 6: Differential equation Part 1 Part 2
7 Chapter 7: Numerical methods Part 1 Part 2
8 Chapter 8: Complex numbers Part 1 Part 2 Part 3
9 Chapter 9: Vectors Part 1 Part 2

5. Past Papers Bank

Search and filter official past exam papers. Use the control panel below to filter by year and paper component:

CIE Pure Mathematics 2&3 Past Papers

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