 |  | |  |
| MATH0053-1

 | Mathématiques générales - General Mathematics, partim A - General Mathematis, partim B

| |
| 
| |
| Duration : | General Mathematics, partim A : 60h Th, 40h Pr General Mathematis, partim B : 30h Th, 30h Pr
| |
|  | | |
| Credits/ECTS : |
| |
|  | | |
| Holder(s) : | General Mathematics, partim A : Françoise Bastin
General Mathematis, partim B : Françoise Bastin
| |
|  | | |
|  | | |
| Course contents :
|
 |  | General Mathematics, partim A |

 |
 | The course is devoted to a study of basic concepts of real analysis (elementary functions, general study of real functions of one and several variables), vectors, analytic geometry, matrices. As a summary, one can say that the course is a course of ''calculus'', presenting basic maths material and proofs indispensable to students in sciences. |
 |  | General Mathematis, partim B |

 |
 | The course follows "MATHEMATIQUES GENERALES, partim A". The aim is to give classical and basic techniques of analysis and geometry.
This is done (part A and part B) from a materials point of view, but also from a rigourous math point of view. We also have in mind a teaching and learning of logic and deduction indispensable to a good formation in sciences, in order to be able to manage in various new situations. |
| |
|  | | |
| Course objective :
|
 |  | General Mathematics, partim A |

 |
 | The course is a course of ''calculus'', presenting basic maths material and proofs indispensable to students in sciences. The aim is to provide not only techniques, but also a rigourous sense of logic and deduction in the learning. |
 |  | General Mathematis, partim B |

 |
 | The course follows "MATHEMATIQUES GENERALES, partim A". The aim is to give classical and basic techniques of analysis and geometry.
This is done (part A and part B) from a materials point of view, but also from a rigourous math point of view. We also have in mind a teaching and learning of logic and deduction indispensable to a good formation in sciences, in order to be able to manage in various new situations. |
| |
|  | | |
| Prerequisites :
|
 |  | General Mathematics, partim A |

 |
 | Basic knowledge of students coming from secondary schools. |
 |  | General Mathematis, partim B |

 |
 | Contents of Partim A. |
| |
|  | | |
| Organization :
|
 |  | General Mathematics, partim A |

 |
 | First course: when? Friday September 23, 2005, 8.15 am where? A500
Practical information (schedule, general organization of the quadrimesters,...) will be given at that moment. This information is also avaible on the web pages of the University and of the Faculty of Sciences of the University. |
 |  | General Mathematis, partim B |

 |
 | Practical information is given at the beginning of the academic year. |
| |
|  | | |
| Written notes :
|
 |  | General Mathematics, partim A |

 |
 | Notes: informations at the beginning of the academic year. Many references are given in the syllabus. Important reference: " Calculus (with analytic geometry) ", R. Ellis et D. Gulick, Saunders College Publishing. |
 |  | General Mathematis, partim B |

 |
 | Practical information is available at the beginning of the year, or just ask F. Bastin (see the address below). Important reference: "Calculus (with analytic geometry)", R. Ellis et D. Gulick, Saunders College Publishing. |
| |
|  | | |
| Assessment :
|
 |  | General Mathematics, partim A |

 |
 | The final note is computed using - notes obtained during the year (results of QCM and interrogation) - notes for the written parts of the exam (''Ecrit1'' and ''Ecrit 2'') - note for the oral exam. |
 |  | General Mathematis, partim B |

 |
 | For the students attending Partim A,B during the same academic year: see informations for Partim A (everything is organized jointly).
For the other students: precise organization will be available at the beginning of the academic year (nevertheless, a written exam and an oral exam will certainly be organized). |
| |
|  | | |
| Contacts :
|
 |  | General Mathematics, partim A |

 |
 | Department of Mathematics (B37, Parking 32) Grande Traverse 12, 4000 Liège 1 (Sart Tilman)
Françoise BASTIN, Professeur Tel : 04/366.94.74; e-mail: F.Bastin@ulg.ac.be
Laetitia COMTE, Aspirant ULg, 04/366.94.60, L.Comte@ulg.ac.be Jacqueline CRASBORN, Assistant pédagogique, 04/366.95.95, jcrasborn@ulg.ac.be Rémi LAMBERT, Aspirant ULg, 04/0366.95.73,R.Lambert@ulg.ac.be Samuel NICOLAY, Assistant ULg, 04/366.94.33, S.Nicolay@ulg.ac.be Bruno TEHEUX, Aspirant ULg, 04/ 366.96.36, B.Teheux@ulg.ac.be
Secretary : 04/366.94.10, 04/366.94.14 |
 |  | General Mathematis, partim B |

 |
 | Department of Mathematics (B37, Parking 32) - Grande Traverse 12, 4000 Liège 1 (Sart Tilman)
Françoise BASTIN, Professeur Tél : 04/366.94.74; e-mail : F.Bastin@ulg.ac.be
Secretary: 04/366.94.10, 04/366.94.14 |
| |
|  | | |
|