MEM-311 Aγγλικά-Μαθηματική Ορολογία Ι
| Κατεύθυνση | Μαθηματικών | Εφαρμοσμένων Μαθηματικών |
| Είδος | Ελεύθερης Επιλογής (Ε6) | Ελεύθερης Επιλογής |
| Έτος/εξάμηνο | 3ο / Χειμερινό |
| ECTS/Διδακτικές μονάδες | 4 / 4 |
| Ώρες διαλέξεων/εργαστηρίων | 4 / 0 |
| Προαπαιτούμενα μαθήματα |
Κανένα
|
| Συνιστώμενα μαθήματα |
Κανένα |
| Μέθοδος διδασκαλίας | Διαλέξεις |
| Μέθοδος αξιολόγησης | Τελική εξέταση, εξετάσεις προόδου |
Μαθησιακά αποτελέσματα
The purpose of this course is to develop a fundamental understanding for mathematical terminology without emphasizing mathematical rigor. Algebra trigonometry, geometry and statistics are incorporated into the course in an attempt to solve practical problems from various technologies. Last but not least, it is a working knowledge of Academic English devices and conventions, aiming at proficiency in Academic English.
Περιεχόμενο
- General objectives
converting numbers from decimal notation to scientific notation and vice versa. Performing arithmetic operations using scientific notation.
- Approximate Numbers and Measurements
- performing arithmetic operations on approximate numbers and expressing the accuracy or precision
- making changes to units of measurement
- conversions between the customary and metric systems of measurement.
- applying the algebra of dimensional analysis to geometric problem solving.
- expressing measurements as a ratio in proper form.
- Equation Solving
- linear equations in one variable.
- literal equations and formulas for a specified variable.
- solving problems involving ratio and proportion.
- solving problems involving direct, inverse, and/or joint variation.
- Algebra Fundamentals
- Geometry Fundamentals
Συνιστώμενη βιβλιογραφία
- “Academic English for Mathematics” by Kallia Katsampoxaki Hodgetts (DISIGMA PUBLICATIONS)
- ‘English Terminology in Mathematics 1’ (Supplementary Notes)
Περιγράμματα μαθημάτων
