CSEC Additional Mathematics

Home / Online Courses / CSEC Additional Mathematics
CSEC advanced course

CSEC Additional Mathematics

Strengthen algebraic reasoning, calculus and advanced problem-solving for CSEC Additional Mathematics and future CAPE study.

DeliveryFace-to-face, online or hybrid
ScheduleAfter-school, evening and weekend options
Digital supportARETE+ notes, quizzes and practice
Current timetableContact the office for available times
Course overview

A bridge from CSEC Mathematics to CAPE

Students learn to communicate mathematical reasoning clearly while developing the algebra, trigonometry, calculus and probability skills required for advanced study.

Course content is organised around the current CXC subject structure. Contact ARETE for the latest timetable, fees and available delivery format.
Learning experience

Learn, practise and improve

Students receive structured teaching and digital support throughout the programme.

Clear NotesOrganised by topic
Worked ExamplesStep-by-step methods
Self-Checking QuizzesImmediate practice
Past-Paper SupportExam-focused preparation
ARETE online course

Free CSEC Additional Mathematics Video Course

Study all 44 lessons in order. Open a topic section and select each separate video lesson.

Algebra FoundationsLessons 1–4
Lesson 01

CSEC Additional Mathematics – Logarithms and Surds

Lesson 02

CSEC Additional Mathematics – Surds and Indices

Lesson 03

CSEC Additional Mathematics – Exponential Equations I

Lesson 04

CSEC Additional Mathematics – Exponential Equations II

Quadratics & Polynomial MethodsLessons 5–12
Lesson 05

CSEC Additional Mathematics – Quadratics I

Lesson 06

CSEC Additional Mathematics – Quadratics II

Lesson 07

CSEC Additional Mathematics – Quadratics III

Lesson 08

CSEC Additional Mathematics – Quadratics IV: Inequalities

Lesson 09

CSEC Additional Mathematics – Quadratics V: Roots of a Quadratic

Lesson 10

CSEC Additional Mathematics – Remainder and Factor Theorem I

Lesson 11

CSEC Additional Mathematics – Remainder and Factor Theorem II

Lesson 12

CSEC Additional Mathematics – Linearization

Sequences, Series & Section One ReviewLessons 13–19
Lesson 13

CSEC Additional Mathematics – Sequences and Series I

Lesson 14

CSEC Additional Mathematics – Sequences and Series II

Lesson 15

CSEC Additional Mathematics – Sequences and Series III

Lesson 16

CSEC Additional Mathematics – Sequences and Series IV

Lesson 17

CSEC Additional Mathematics – Sequences and Series V: Summation

Lesson 18

CSEC Additional Mathematics – Section One Review I

Lesson 19

CSEC Additional Mathematics – Section One Review II

Co-ordinate Geometry, Vectors & TrigonometryLessons 20–32
Lesson 20

CSEC Additional Mathematics – Co-ordinate Geometry I

Lesson 21

CSEC Additional Mathematics – Co-ordinate Geometry II: Circles

Lesson 22

CSEC Additional Mathematics – Co-ordinate Geometry III: Circles

Lesson 23

CSEC Additional Mathematics – Radians , Arcs and Sectors I

Lesson 24

CSEC Additional Mathematics – Radians, Arcs and Sectors II

Lesson 25

CSEC Additional Mathematics – Vectors I

Lesson 26

CSEC Additional Mathematics – Vectors II

Lesson 27

CSEC Additional Mathematics – Trigonometry I

Lesson 28

CSEC Additional Mathematics – Trigonometry II

Lesson 29

CSEC Additional Mathematics – Trigonometry III

Lesson 30

CSEC Additional Mathematics – Trigonometry IV

Lesson 31

CSEC Additional Mathematics – Trigonometry V

Lesson 32

CSEC Additional Mathematics – Trigonometry Review

Differentiation & ApplicationsLessons 33–38
Lesson 33

CSEC Additional Mathematics – Differentiation I

Lesson 34

CSEC Additional Mathematics – Differentiation II

Lesson 35

CSEC Additional Mathematics – Differentiation III

Lesson 36

CSEC Additional Mathematics – Applications of Differentiation I: Rates of Change

Lesson 37

CSEC Additional Mathematics – Applications of Differentiation II

Lesson 38

CSEC Additional Mathematics – Applications of Differentiation III: Maximum and Minimum Problems

Integration, Kinematics & ProbabilityLessons 39–44
Lesson 39

CSEC Additional Mathematics – Integration I

Lesson 40

CSEC Additional Mathematics – Integration II

Lesson 41

CSEC Additional Mathematics – Applications of Integration: Volume of Revolution

Lesson 42

CSEC Additional Mathematics – Kinematics I

Lesson 43

CSEC Additional Mathematics – Kinematics II

Lesson 44

CSEC Additional Mathematics – Probability

The lessons follow the order of the official ARETE YouTube playlist.

View original playlist ↗
Course structure

What students will study

Topics are grouped into clear modules so students can build understanding progressively.

Section 1

Algebra, Sequences & Series

  • Algebraic operations and quadratics
  • Inequalities, surds, indices and logarithms
  • Remainder and factor theorems
  • Sequences and series
Section 2

Geometry, Vectors & Trigonometry

  • Coordinate geometry
  • Vector methods
  • Trigonometric identities and equations
  • Applications of trigonometry
Section 3

Introductory Calculus

  • Differentiation techniques
  • Tangents, normals and stationary points
  • Integration techniques
  • Areas and applications
Section 4

Probability & Statistics

  • Counting principles
  • Probability rules
  • Data and distributions
  • Exam-style applications
Study resources

Start revising now

Use the available ARETE resources alongside lessons, quizzes and guided past-paper practice.

📄

Additional Mathematics Topic by Topic

Existing topic-organised practice material for structured revision.

Open PDF ↗
What is included

Support from lesson to examination

🧭

Diagnostic support

Identify weak areas and set clear learning priorities.

📝

Exam practice

Develop method, accuracy, timing and question selection.

💻

ARETE+ access

Review notes, quizzes and learning materials from any device.

💬

Guidance

Get feedback and help with difficult concepts and calculations.

Ready to begin Additional Mathematics?

Apply online or message the office to confirm the current timetable and available spaces.

Scroll to Top