Enrolment options

Welcome to the Math SCAN First Moodle page. All information will be available here regularly. Make sure to check it out !

COURSE GOALS

  • Develop the ability to graph and perform calculus on real-valued functions, construct and solve linear systems set in a vector space framework. 
  • Apply linear algebra and advanced calculus concepts in order to solve and analyze mathematical model problems in a scientific and engineering context.

Concrete Learning Outcomes (CLOs)

  1. Derive an exhaustive properties panel of a real-valued function, including continuity, differentiation, local approximation, asymptotic behaviors, table of variation, and graphical representation.
  2. Gain an understanding about usual functions (polynomials, trigonometric functions, rational fractions, inverse functions such as ln and exp), their properties and how to compare them.
  3. Solve systems of linear equations using multiple methods, including Gaussian elimination and matrix inversion.
  4. Demonstrate understanding of the concepts of vector space and subspace, span, and basis.
  5. Apply principles of matrix algebra to linear transformations.

Relationship to Program Learning Outcomes (PLOs)

The Math SC1 PLOs are:

  1. Perform elementary calculus operations, rapidly and with ease, in order to solve academic mathematical problems (almost systematically), and later more complex problems. 
  2. Solve a complex mathematical problem using analytical methods (calculations and/or graphical representation).
  3.  Write clear logical progressions of precise mathematical statements to justify and communicate your reasoning.
  4. Pro-actively find mathematical solutions, using adapted tools and supports (theoretical and/or numerical). 
  5. Recognize the relationships between different areas of mathematics and the connections between mathematics and other disciplines.



Self enrolment (Student)
Self enrolment (Student)