Learning outcomes

- Define rigorously each concept of the course. Give a geometric interpretation of each concept . Give specific examples.

- Given a specific problem, determine the data and the unknown variables and propose a mathematical model; solve the problem, interpret the results.

- Implement without hesitation techniques suitable for solving numerical problems related to subjects taught.

 

Table of contents

  1. Basic real functions
  2. Derivatives of one real variable functions
  3. Integration
  4. Logarithmic and Exponential functions
  5. Introduction to differential equations
  6. Multivariate functions

 

Language of instruction

Français