1st Bachelor in Industrial sciences (1st cycle-Industrial Engineers)
mathematics
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ECTS Credits | 8 |
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Number of Hours (h/year) | 90 |
Teaching staff | Libert, Thierry PETRY, André |
Course Unit | Compulsory |
Term | Quad. 1 and 2 |
Code | TECH-BING0004/1 |
Prerequisite |
3. Trigonometry and elementary plane analytic Geometry: straight line, circle |
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Aims and Objectives | Understanding and ability to use the mathematical notions and tools which are the object of the course, in particular through applications. Acquire analysis ability, rigour and precision |
Description | 1. Logarithm, exponentials. Studies of functions and applications. 2. Algebra: vector spaces, matrix operations, linear equations systems. 3. Calculus: Infinitesimals and infinite numbers. Derivatives, differentials. Tangent line. Riemann integrals. First order differential equations, second order linear differential equations. Applications of these notions</SPAN< banner> |
Bibliography | H.J. Keisler, Foundations of Infinitesimal Calculus, Prindle, Weber and Schmidt, 1977. H.J. Keisler, Elementary Calculus, Prindle, Weber and Schmidt, 1986. A. Petry, A propos des tangentes à une courbe, une représentation non standard, Belgian Mathematical Society, décembre 2002, 155-16 |
Teaching and Learning Methods | Lectures |
Assessment Methods | Written examinations Oral examinations |
Notes | Yes |
Language | French |
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