The Grade 12 Mathematics curriculum offers a comprehensive exploration of a wide array of mathematical concepts across eight distinct content areas. This curriculum equips students with a profound understanding of essential mathematical branches, spanning algebra, trigonometry, analytical geometry, vectors, statistics and probability, calculus, computational methods or mechanics.

Within the realm of algebra, students will delve into five chapters covering topics such as permutation and combination, binomial theorem, complex numbers, sequences and series, and matrix based system of linear equations. Trigonometry comprises two chapters focused on the properties of triangles and solutions of triangles. Analytic geometry encompasses three chapters, addressing conic sections, circles, parabolas, ellipses and hyperbolas. The vector segment introduces the product of vectors with its application to geometry and trigonometry.

In the realm of statistics and probability, the curriculum emphasizes correlation and regression analysis and this part also includes conditional probability. The calculus segment is composed of three chapters that explore derivatives and its applications , antiderivatives, and differential equations. Computational methods cover linear programming and systems of linear equations. The mechanics segment contributes two chapters, delving into statics and dynamics. Throughout this well-rounded and captivating Grade 12 Mathematics course, students will immerse themselves in essential mathematical skills and knowledge that will prepare them for a future brimming with possibilities.

- Chapter 1 – Permutation and Combination
- Chapter 2 – Binomial Theorem
- Chapter 3 – Complex Number
- Chapter 4 – Sequence and Series
- Chapter 5 – System of Linear Equations
- Chapter 6 – Properties of Triangle
- Chapter 7 – Solution of Triangle
- Chapter 8 – Circle
- Chapter 9 – Parabola
- Chapter 10 – Ellipse and Hyperbola
- Chapter 11 – Vectors
- Chapter 12 – Correlation and Regression
- Chapter 13 – Probability
- Chapter 14 – Derivative and its application
- Chapter 15 – Anti-Derivatives
- Chapter 16 – Differential Equation
- Chapter 17 – Linear Programming
- Chapter 18 – System of Linear Equation
- Chapter 19 – Statics and Dynamics
- Chapter 20 – AVG – Elementary Group Theory
- Chapter 21 – AVPE – Polynomial Equations
- Chapter 22 – AVT – Trigonometry

- Derivative
- Antiderivative
- Differential equation
- Conic sections
- Parabola
- Ellipse
- Hyperbola
- Permutation and combination
- Binomial theorem and expansion
- Products of vector