Program Overview

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University Programs

The University of Sherbrooke offers a wide range of programs for students.

Program Categories

• Communication and marketing
• Law and politics
• Environment and earth sciences
• Engineering
• Management and economic sciences
• Letters and languages
• Music and arts
• Support relationships
• Physical activity sciences
• Health and medical sciences
• Life sciences
• Educational sciences and teaching
• Human sciences
• Computer sciences
• Pure sciences

Program Structure

The university offers programs at various levels, including:

• 1st cycle (undergraduate)
• 2nd cycle (master's)
• 3rd cycle and postdoctoral stage

Admission Process

To apply for a program, students must:

1. Validate their eligibility
2. Choose a program
3. Plan their application
4. Submit their application
5. Follow up on their application

Admission Requirements

Admission requirements vary depending on the program and cycle. For the 1st cycle, students must have a secondary school diploma or equivalent. For the 2nd and 3rd cycles, students must have a bachelor's or master's degree, respectively.

Tuition Fees

Tuition fees vary depending on the program, cycle, and student's residency status. The university offers various forms of financial aid, including scholarships and bursaries.

Research Areas

The university has various research areas, including:

• Sciences
• Engineering
• Health sciences
• Social sciences
• Humanities

Campus Life

The university has a vibrant campus life, with various services and facilities available to students, including:

• Libraries and archives
• Cultural center
• Sports center
• Foundation
• Financial resources
• Human resources
• Internships and professional development

Course Details

One of the courses offered by the university is CQP099 - Math幦atiques de base.

Course Presentation

This course covers basic mathematical concepts and techniques, including real numbers, integers, rational and irrational numbers, intervals, and absolute value.

Course Objectives

The objective of this course is to master the notions and techniques of basic mathematics in order to apply them in the context of differential and integral calculus.

Course Content

The course content includes:

• Real numbers, integers, rational and irrational numbers
• Intervals
• Absolute value
• Arithmetic operations with rational, irrational, and exponential numbers
• Factorization of polynomials
• Resolution of linear and quadratic equations and inequalities with or without absolute value
• Elementary functions: power functions, polynomial functions, logarithmic functions, exponential functions, trigonometric functions, and inverse trigonometric functions

Target Audience

This course is intended for students in the 1st cycle of their undergraduate program.

Facilities and Services

The university has various facilities and services available to students, including:

• Libraries and archives
• Cultural center
• Sports center
• Foundation
• Financial resources
• Human resources
• Internships and professional development