CXC Maths

CXC CSEC Mathematics – Complete Course (12 Weeks)

Build mastery. Sharpen your skills. Be exam-ready.

This comprehensive 12-week course is designed around the CSEC Mathematics Syllabus and is ideal for students seeking success in the Caribbean Secondary Education Certificate (CSEC) exam. Whether you’re reviewing key concepts or targeting top grades, this course provides structured guidance, expert instruction, and targeted practice.

Students will develop fluency in mathematical techniques, strengthen problem-solving strategies, and gain confidence in handling real-world mathematical applications across all exam topics.

📘 What You’ll Learn

1. Computation

• Fractions, decimals, percentages, estimation
• Standard form, significant figures, ratios, rates

2. Number Theory

• Sets of numbers, factors, multiples, primes
• Sequences and patterns, LCM and HCF, base-n systems

3. Consumer Arithmetic

• Discounts, profit/loss, hire purchase, interest
• Bills, salaries, taxes, insurance, currency exchange

4. Sets

• Notation and diagrams, Venn diagrams, intersections/unions
• Applications in Number Theory, Algebra, Geometry

5. Measurement

• Perimeter, area, volume and surface area
• Conversions, margins of error, map scale and speed

6. Statistics & Probability

• Data collection and interpretation
• Graphs: bar, pie, histogram, ogive
• Averages, dispersion, probability calculations

7. Algebra

• Algebraic expressions, equations, inequalities
• Factorisation, indices, formulae, variation
• Quadratic equations, simultaneous equations

8. Relations, Functions and Graphs

• Linear and quadratic functions
• Graph interpretation, domain/range, composite and inverse functions
• Linear programming, distance-time and speed-time graphs

9. Geometry and Trigonometry

• Angles, shapes, theorems, congruence and similarity
• Constructions, transformations, bearings
• Trigonometric ratios, sine and cosine rule

10. Vectors and Matrices

• Vector operations and applications
• Matrix addition, multiplication, inverse
• Using matrices in transformations and solving equations