Mathematics Tutorial Ia(1.0 credits) | ||||||
| Code | : | 10827 | ||||
| Course Type | : | Basic Specialized Courses | ||||
| Class Format | : | Exercise | ||||
| Course Name | : | Chemistry | Fundamental and Applied Physics | Automotive Engineering | Automotive Engineering | |
| Starts 1 | : | 1 Autumn Semester | 1 Autumn Semester | 1 Autumn Semester | 1 Autumn Semester | |
| Elective/Compulsory | : | Elective | Elective | Elective | Elective | |
| Lecturer | : | RICHARD Serge Charles Designated Professor | ||||
| •Course Purpose |
| The aim of this course is to deepen the understanding of calculus and to cultivate the ability to apply mathematical knowledge.
The course is mainly intended for students taking Calculus I. Students will have the opportunity to manipulate the various notions introduced during the lectures. |
| •Prerequisite Subjects |
| Calculus I |
| •Course Topics |
| Exercises sheets will be provided each week before the tutorial, and will be available on the web site of the course. Homework will be due every week during the tutorial. Solutions to the exercises will then be posted on the web site.
Look for more information to http://www.math.nagoya-u.ac.jp/~richard/fall2022.html |
| •Textbook |
| Free reference books and lecture notes will be available on the website of the course. |
| •Additional Reading |
| Free reference books and lecture notes will be available on the website of the course. |
| •Grade Assessment |
| The final grade will be determined by homework (50%) and quizzes (50%). The grading scale will be A+, A, B, C, C-, F.
Depending if the study sessions are compulsory or elective, the criteria are slightly different. For precise information, discuss with the instructor. |
| •Notes |
| Some basic knowledge on calculus from high school is assumed, including differentiation and integration of polynomial functions.
Hybrid, and recorded version available. See the website of this course for updated information. |
| •Contacting Faculty |
| Email to : richard@math.nagoya-u.ac.jp |