Mathematics Secondary 4 Private:

We’ll revisit and expand your algebraic toolkit — from factoring and using identities to simplifying rational expressions and applying operations with care and precision. You’ll learn how algebra builds structure and how each rule supports clear, logical reasoning.

Functions are the heart of Secondary 4 math. You’ll study their domain, range, variation, and sign — then discover how each parameter (a, b, h, k) transforms their graph. We’ll also explore quadratic and exponential functions, seeing how they model growth, motion, and change in real contexts.

Together, we’ll master the tools for solving systems of equations — comparison, substitution, and elimination — and represent inequalities algebraically and graphically. These skills will help you analyze real situations and understand how mathematical constraints define possibilities.

From triangles to circles to 3D figures — we’ll explore geometry through reasoning. You’ll practice with similar and congruent triangles, Thales’ theorem, trigonometric ratios, and area formulas (including Heron’s). We’ll solve geometric problems visually, logically, and algebraically.

You’ll learn to connect algebra and geometry on the Cartesian plane — analyzing lines, slopes, distances, and division points. These tools let you model geometric relationships precisely and solve spatial problems with algebraic reasoning.

Data can be as meaningful as equations. You’ll interpret scatter plots (nuages de points), analyze correlations, and use regression lines (Mayer and median–median methods) to model trends. We’ll explore how statistics help you reason about uncertainty and support conclusions with evidence.

For students who have already mastered the Secondary 4 program, private sessions offer the opportunity to go further. We can explore advanced topics — from new types of functions to mathematical modeling and problem-solving challenges inspired by CEGEP and contest-level mathematics. Learning becomes an open journey, guided by your curiosity.