At the conclusion of this course, students will be able to apply concepts of kinematics and dynamics to the development of computer simulations. Students will use specialized software in the preparation of their projects.

The aim of this course is for students to understand and apply the basic concepts of Euclidian geometry, trigonometry, analytic geometry, and vectors.

The aim of this course is for students to understand multivariable differential and integral calculus, the use of various coordinate systems, the geometry of space, and complex variables. By the end of the course, they will be able to apply this knowledge to solve problems related to science and engineering.

The aim of this course is for students to understand the different methods used to solve ordinary and partial differential equations and to apply these methods for the solution of various problems. 

The aim of this course is for students to understand and apply the fundamental principles of integral calculus, integration techniques, and infinite series and their properties in order to solve problems from various fields.

After completing this course, students will be able to use existing experimental techniques and master the basic components of the scientific method so that they can structure their research work in their field of study.

The aim of this course is to create a physical space where students can use available experimental techniques as an aid to understand the basic concepts of the scientific method so that they can structur a research project to solve ordinary problems within their area of expertise.

The aim of this course is for students to understand the fundamental principles of graphics, limits, and derivatives of functions in order to apply them to the solution of problems.

The aim of this course is to review the fundamental concepts of arithmetic and algebra that will allow student to build and develop the basic abilities needed for subsequent mathematics courses.