Built specifically for Ontario students in Grades 9–12. Complete, interactive courses for MTH1W, MPM2D, MCR3U, MHF4U and MCV4U — taught in a clear sequence, available on the student's schedule, and replayable whenever a concept needs another look.
As featured in
TruMath is built around one idea: a class should feel like sitting in an offline lesson — solving problems as you go — not passively watching a screen. Every class is interactive and pre-recorded, so the student learns math online at their own pace, in their own time, with a self-assessment test every 2 weeks to prove what's actually sticking.
Not passive watching — the student solves questions inside every class, just like an offline lesson, but at their own pace and in their own time.
A steady, structured rhythm — short and focused, not an overwhelming weekly marathon.
Regular, low-pressure self-assessment checkpoints that show exactly what's sticking — and what needs another look.
A practice assignment every 3 classes, each with a complete video solution — so the student can watch the working, and find the exact step that went wrong.
Email updates on attendance and progress, so there is always a clear picture of how the student is progressing.
A whole month at TruMath — every class, watched as many times as it takes — for roughly what one or two tutoring sessions cost.
This is what a question inside a TruMath class looks like — answer it, and the working is right there. Every class is built the same way, so the student is doing the maths, not watching someone else do it.
Grade 9 · MTH1W
Evaluate: −3 + 5 × (−2)2 − 12 ÷ (−4)
Powers first: (−2)2 = 4. Then multiply and divide before adding: 5 × 4 = 20 and 12 ÷ (−4) = −3, so −3 + 20 + 3 = 20.
Grade 10 · MPM2D
Factor: x2 + 7x + 12
Look for two numbers that multiply to 12 and add to 7. That is 3 and 4, which gives (x+3)(x+4).
Grade 11 · MCR3U
Evaluate: 163/4
The denominator is the root and the numerator is the power. The fourth root of 16 is 2, and 23 = 8.
MHF4U, MCV4U and MCR3U aren't just "senior math" — they're prerequisites for engineering, computer science, and business programs at nearly every Ontario university. Getting these right matters more than most students realize at the time.
Each course builds on the one before it. Most Grade 12 students take Advanced Functions and Calculus and Vectors in the same year.
Building the foundation — linear relations, measurement, and the number-sense that every later course depends on.
View course →Quadratics, trigonometry, and analytic geometry — the course that determines confidence going into senior math.
View course →Exponential, trig, and rational functions — a university prerequisite for engineering, business, and science programs.
View course →The most university-critical Ontario math course. Advanced functions, taught by someone who's coached this level for 25 years.
View course →Limits, derivatives and vectors — required for engineering, physics and computer science, and where first-year university calculus begins.
View course →These former students were taught under other curricula earlier in Sachin's career. Their results show the depth of teaching now applied to TruMath's Ontario-specific MTH1W, MPM2D, MCR3U, MHF4U and MCV4U courses.
"For close to 25 years, I've devoted myself to helping students truly understand math — not memorize it. That same approach now powers TruMath's Ontario courses."
— Sachin, Founder of TruMath. Formerly coached students to top ranks in IIT JEE, one of the most competitive exams in the world, before bringing that teaching to Ontario students.
Read the Full Story →