Description

This course gives an introduction to multivariable functions: domain, level curves, limits, continuity, differentiability, directional derivatives, partial derivatives, gradients, as well as parametric curves: parametric representation, continuity, differentiability, tangents, and vector fields, curl, divergence, line and multiple integrals, spherical and cylindrical coordinates, Stokes, Green-Reimann theorems.

Compétences visées

At the end of this course, students will be able to determine and sketch the domain of a two variable function, sketch the level curves, sketch the function in 3D, determine the limits and partial derivatives and test whether the function is differentiable at a given point. Students will also be able to find parametric representation of a function, determine curl and divergence of a vector field, evaluate double and triple integrals, line integrals, and surface integrals, and apply Green's Theorem, Stokes' Theorem, and the Divergence Theorem while evaluating integrals, when appropriate.  

MCC

Les épreuves indiquées respectent et appliquent le règlement de votre formation, disponible dans l'onglet Documents de la description de la formation.

Régime d'évaluation

ECI (Évaluation continue intégrale)

Coefficient

1.0

Évaluation initiale / Session principale - Épreuves