Introduction to Mathematics 1
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Offering Institution: | Technische Hochschule Lübeck |
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Course Language: | English | ||
Field of Knowledge: | Preparation Courses | Free of Charge | |
Average Workload: | 75 Hours | Free of Charge | Enrol |
What can you learn in this course?
After completing the course „Introduction to Mathematics 1“:
- You can read and write the set notation correctly; interpret expressions with sets and set operations correctly;
- Compose sets from predefined basic quantities using set operations;
- Convert quantity diagrams into quantity expressions and vice versa;
- Calculate binomial coefficients correctly by hand.
- you can define functions with domain and value set and check for correctness;
- you can construct simple functions with function rules, domain and value range;
- you know the relationship between function and inverse function and can check these for simple examples;
- you can check in simple cases whether a given function is reversible.
- You can analyze logical formulas for syntactical correctness,
- interpret logical formulas and determine their truth value,
- formulate simple facts in the language of propositional logic.
- you will learn how certain methods of mathematical verifying can be justified by using propositional logic and
- you will learn how digital combinational circuits can be designed using propositional logic.
Outline
- Sets
- Relations and Functions
- Components of Propositional Logic
- Laws of Propositional Logic
- Applications of the Propositional Logic
Further authors
Kai has studied mathematics and chemistry and he currently works also as an author for MOOCs on oncampus.de. He has been employing in Massive Open Online Courses for over five years, started there as a participant. For more than two years he has also been creating courses and content at the oncampus for the learners. His interests are mainly in the field of science and making.