TÜRKÇE
ENGLISH
Information
| Unit | FACULTY OF ENGINEERING |
| AUTOMOTIVE ENGINEERING PR. (ENGLISH) | |
| Code | AEN151 |
| Name | Engineering Mathamatics I |
| Term | 2017-2018 Academic Year |
| Semester | 1. Semester |
| Duration (T+A) | 3-0 (T-A) (17 Week) |
| ECTS | 4 ECTS |
| National Credit | 3 National Credit |
| Teaching Language | İngilizce |
| Level | Üniversite Dersi |
| Type | Normal |
| Label | C Compulsory |
| Mode of study | Yüz Yüze Öğretim |
| Catalog Information Coordinator | Prof. Dr. KADİR AYDIN |
| Course Instructor |
Prof. Dr. HAMİDE KAVAK
(Güz)
(A Group)
(Ins. in Charge)
|
Course Goal / Objective
This course aims to improve the students skills for using concepts effectively by recalling their prior knowledge of mathematics.
Course Content
Concept of function, limit, continuity, derivatives, definition of differentials and their geometrical understanding and applications (increasing and decreasing functions, and searching the turning points, maximum and minimum points). Introduction of exponential, logarithmic, hyperbolic and inverse trigonometric functions and their derivatives. Applications of definite integrals; area, volume and centroid calculations. Polar coordinates. Vectors, matrices (definition, types, sum and multiplication). Law of determinants and their calculations. Linear equations and their solutions. Lines and planes in space. Transformation of coordinate axes. Multiple integrals and their uses
Course Precondition
Yok
Resources
Notes
Course Learning Outcomes
| Order | Course Learning Outcomes |
|---|---|
| LO01 | Acquires analytical thinking ability and improves skills by using mathematical concepts |
| LO02 | Acquires analytical thinking ability and improves skills by using mathematical concepts |
| LO03 | Acquires analytical thinking ability and improves skills by using mathematical concepts |
| LO04 | Acquires analytical thinking ability and improves skills by using mathematical concepts |
| LO05 | Acquires analytical thinking ability and improves skills by using mathematical concepts |
| LO06 | Acquires analytical thinking ability and improves skills by using mathematical concepts |
Relation with Program Learning Outcome
| Order | Type | Program Learning Outcomes | Level |
|---|---|---|---|
| PLO01 | - | Utilizes computer systems and softwares | |
| PLO02 | - | Is equipped with a variety of skills and techniques in engineering. | |
| PLO03 | - | Generates solutions for the problems in other disciplines by using statistical techniques | |
| PLO04 | - | Designs a system, component or process so as to meet various engineering needs within technical, economic, environmental, manufacturability, sustainability limitations. | |
| PLO05 | - | Comprehends visual, database and web programming techniques and has the ability of writing objective program | |
| PLO06 | - | Examines and learns applications in an enterprise independently, makes critical assesments of problems, formulates problems and selects suitable techniques for solutions. | |
| PLO07 | - | Leads the identification, development and usage of a product or production method. | |
| PLO08 | - | Is aware of the need for lifelong learning and self-renew | |
| PLO09 | - | Has effective oral and written English for technical or non-technical use | |
| PLO10 | - | Uses computers very effectively, makes computer-aided drafting, designs, analysis, and presentations. | |
| PLO11 | - | Improves constantly itself , as well as professional development scientific, social, cultural and artistic fields according to his/her interests and abilities identifying needs of learning. | |
| PLO12 | - | Is aware of the technical and ethical responsibilities, has inquisitive and innovative quality |
Week Plan
| Week | Topic | Preparation | Methods |
|---|---|---|---|
| 1 | Concept of function | Lecture notes | |
| 2 | Limit | Lecture notes | |
| 3 | Continuity | Lecture notes | |
| 4 | Derivatives | Lecture notes | |
| 5 | Definition of differentials and their geometrical understanding and applications (increasing and decreasing functions, and searching the turning points, maximum and minimum points) | Lecture notes | |
| 6 | Introduction to exponential, logarithmic, hyperbolic and inverse trigonometric functions and their derivatives | Lecture notes | |
| 7 | Applications of definite integrals; area, volume and centroid calculations | Lecture notes | |
| 8 | Midterm exam | Writing exam. | |
| 9 | Polar coordinates | Lecture notes | |
| 10 | Vectors, matrices (definition, types, sum and multiplication) | Lecture notes | |
| 11 | Law of determinants and their calculations | Lecture notes | |
| 12 | Linear equations and their solutions | Lecture notes | |
| 13 | Lines and planes in space | Lecture notes | |
| 14 | Transformation of coordinate axes | Lecture notes | |
| 15 | Multiple integrals and their uses | Lecture notes | |
| 16 | Final exam | Writing exam. | |
| 17 | Final exam | Writing exam. |
Assessment (Exam) Methods and Criteria
| Assessment Type | Midterm / Year Impact | End of Term / End of Year Impact |
|---|---|---|
| 1. Midterm Exam | 100 | 40 |
| General Assessment | ||
| Midterm / Year Total | 100 | 40 |
| 1. Final Exam | - | 60 |
| Grand Total | - | 100 |