Math101: Strengthen Your Math Skills
Math101

Math101: Strengthen Your Math Skills
Math101

Register for Math101 2026
Online registration for Math101 is closed, but you can register by sending your name, student email, name of your study program, and preferred campus for the course (Aalborg, Esbjerg, Copenhagen) to math101@staff.aau.dk
Make the Most of Your Math Courses
Mastering mathematics and being able to solve math problems is crucial for succeeding in your math courses, as well as other subjects and project work that involve math. That's why Math101 is a great opportunity for you as an AAU student, especially if you’ll be using math throughout your studies.
About the Course
- Duration: 9 sessions
- Schedule: Two afternoons a week, from 4.30 PM - 6.00 PM (Tuesday and Thursday)
- Period: October - November 2026
- Dates: Begins October 13th
- Location: On-campus teaching in Esbjerg
Course Structure
Each session consists of two parts:
- Brief introduction – covering the topics of the day
- Problem solving – with support from the instructor or teaching assistant
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- Assignments and formula sheet are available on Moodle.
- Problems are solved in the lecture room or nearby group rooms in small groups, formed on-site.
- After each session, the solutions will be available online.
Materials
Course materials and assignments can be found on Moodle, and after each session, the solutions will be available online.
Math101 in Danish
Leder du efter Math101 på dansk? Klik her: Math101 Dansk
Math101 on Moodle
Course sessions
| Course session | Content |
|---|---|
| 1 | Fractions, powers, roots and quadraticidentities |
| 2 | First and second order equations |
| 3 | Vector Calculations |
| 4 | Introduction to functions, including first- and second degree polynomials |
| 5 | Inverse functions, logarithmic and exponential functions aswell as trigonometric functions |
| 6 | Introduction to differential calculus |
| 7 | The product rule, the quotient rule and the chain rule |
| 8 | Definite and indefinite integrals |
| 9 | Integration by parts and integration by substitution |