Engineering admission, Polytechnique Montreal
When a candidate has not covered the scientific prerequisites of the Quebec college level, Polytechnique Montreal imposes preparatory courses. Each one corresponds exactly to a Quebec supplement taken at lycée. This page details the six courses, explains when it is better to take them at lycée rather than at Polytechnique, and where tutoring makes the difference. I prepare these courses, first of all as a mathematics tutor in Montreal.
Polytechnique Montreal expects its future engineers to command the mathematics, physics and chemistry of the Quebec college level, that is, the equivalent of the CEGEP courses. A candidate without those prerequisites, for example a student of the French curriculum without the corresponding supplements, has to take preparatory courses before entering the engineering program properly.
Each preparatory course covers the same scientific prerequisites as the matching Quebec supplement, even though the teaching approach and the assessment can differ. That is why a student who passed all six supplements at Collège Stanislas or Lycée Marie de France can be admitted directly, without going through these courses.
For how the supplements are spread across the lycée years, see the page on the Quebec supplements at lycée, year by year.
| Quebec supplement at lycée | Polytechnique code | Preparatory course |
|---|---|---|
| General chemistry 202-SN1-RE (formerly 202-NYA) | CHE0501 | General chemistry |
| Mathematics 201-NYA | MTH0101 | Differential calculus |
| Mathematics 201-NYB | MTH0103 | Integral calculus |
| Mathematics 201-NYC | MTH0102 | Vector algebra |
| Physics 203-SN1-RE (formerly 203-NYA) | PHS0101 | Dynamics |
| Physics 203-SN2-RE (formerly 203-NYB) | PHS0102 | Electricity and magnetism |
Six supplements cover six preparatory courses. The chemistry course, CHE0501, covers general chemistry (202-SN1-RE, formerly 202-NYA), and the electricity course, PHS0102, covers 203-SN2-RE (formerly 203-NYB); solution chemistry (202-NYB) and waves and modern physics (203-SN3-RE, formerly 203-NYC) have no named equivalent in this list, and how they are treated is to be checked with Polytechnique. Conditions can change: always confirm with Polytechnique Montreal when the application is being prepared.
Limits and continuity, the definition of the derivative, differentiation rules and the chain rule, related rates, optimisation and complete analysis of functions. It is the gateway to all engineering calculus.
Advantage at Polytechnique: the course runs at a dedicated pace, leaving time to anchor limits and continuity, which are often skimmed in Terminale. Watch out: many classmates arrive from CEGEP, where this course is already well established.
Antiderivatives and the definite integral, integration techniques (substitution, by parts, partial fractions), applications to areas and volumes, then sequences and series.
Advantage at Polytechnique: series, absent from the French curriculum, need time to be understood rather than merely applied. Prerequisite: solid differential calculus (MTH0101).
Linear systems, matrices and determinants, vectors in space, dot product, cross product and triple product, lines and planes in space.
Advantage at Polytechnique: the cross product and the triple product do not exist in the French curriculum. Meeting them at a dedicated pace avoids gaps.
Kinematics, Newton's laws, forces and friction, work and energy, momentum, circular motion and gravitation. The base of engineering physics.
Charge and electric field, potential, capacitors, circuits, magnetic field, the Laplace force and electromagnetic induction. A dense block that assumes dynamics is already solid.
Atomic structure and periodicity, chemical bonding and molecular geometry, stoichiometry, gases and thermochemistry: the content of CEGEP general chemistry.
The exercise sets above are written in French.
The preparatory courses cover the same scientific prerequisites as the matching Quebec supplements, even if the teaching approach and the assessment differ. What really changes is the conditions under which they are learned. Here are the two logics, without spin.
For a student already in a preparatory course at Polytechnique, the aim is not to be left behind by the former CEGEP students: closing the gap quickly, on the precise points where they are more fluent (calculus, vector algebra, dynamics). For a student still at lycée, the aim is the reverse: passing the supplements in depth, without skimming, so as to earn direct admission. In both cases, targeted support in mathematics and physics is what makes the difference.
6 supplements passed
All six preparatory courses are covered. Direct admission to competitive programs is possible, subject to results.
Supplements missing
Polytechnique imposes the corresponding preparatory course or courses, which lengthens the path.
0 supplements
A full preparatory year may be required before entering the program.
In short
Identify the missing supplements early, above all in mathematics and physics, before the application goes in.
Official source to check: Polytechnique Montreal, candidates from Collège Stanislas and Collège International Marie de France.
CHE0501 (General chemistry), MTH0101 (Differential calculus), MTH0103 (Integral calculus), MTH0102 (Vector algebra), PHS0101 (Dynamics) and PHS0102 (Electricity and magnetism). They correspond to general chemistry 202-SN1-RE (formerly 202-NYA), mathematics 201-NYA, 201-NYB and 201-NYC, mechanics 203-SN1-RE (formerly 203-NYA) and electricity and magnetism 203-SN2-RE (formerly 203-NYB). The six supplements cover the six preparatory courses.
At lycée it means direct admission with no preparatory year, but in Terminale students are overwhelmed and the supplements are often skimmed. The preparatory courses offer a dedicated pace. In exchange, lycée students there sit with students from CEGEP who already command the material.
Candidates who have not covered the scientific prerequisites of the Quebec college level, for example a student of the French curriculum without the corresponding supplements, or with some missing. Polytechnique then imposes the relevant courses before or at the start of the program.
What students take in Seconde, Première and Terminale, course by course.
The six courses, the thresholds and the effect on university admission.
Differential calculus, integral calculus and vector algebra in the Quebec college system.
The French curriculum at Lycée Marie de France and Collège Stanislas.
Whether your child is aiming at direct admission from lycée or is already in Polytechnique's preparatory courses, I help them command the key ideas in mathematics and physics. Quick reply by WhatsApp or email.