COURSE INFORMATON
Course Title Code Semester L+P Hour Credits ECTS
Engineering Mathematics II * ME   152 2 3 3 5

Prerequisites and co-requisites
Recommended Optional Programme Components None

Language of Instruction English
Course Level First Cycle Programmes (Bachelor's Degree)
Course Type
Course Coordinator Prof.Dr. Hüseyin AKILLI
Instructors
Prof.Dr.VEBİL YILDIRIM1. Öğretim Grup:A
Prof.Dr.VEBİL YILDIRIM2. Öğretim Grup:A
 
Assistants
Goals
Learning integral techniques and integral applications; applications in polar coordinates; solving a set of linear equation; concept of curvature and its computation
Content
Techniques for finding antiderivatives; Applications of definite integral; Polar coordinates; Solution of a set of linear equations; Parametric equations; Curvature

Learning Outcomes
-


Course's Contribution To Program
NoProgram Learning OutcomesContribution
12345
1
Student become equipped with the basic knowledge of math, science and engineering
X
2
Students gain a command of basic concepts, theories and principles in mechanical engineering
X
3
Students are able to design and carry out experiments in the basic fields of mechanical engineering, and interpret the results and the data obtained from the experiments
X
4
Students become equipped with a variety of skills and knowledge regarding engineering techniques
X
5
Students are able to design a system, component or process in order to meet the needs of various engineering problems within technical, economic, environmental, manufacturability, and sustainability limits.
X
6
Students independently review and learn the applications in an enterprise, make a critical assessment of the problems faced with, formulate problems and propose solutions by selecting the proper technique
X
7
Students take initiative in identification, design, development and use of a product or production process.
X
8
Students become aware of the necessity of lifelong learning and continuously self-renew
X
9
Students use English effectively for technical or non-technical topics orally or in wirtten form.
X
10
Students become effective in using computer, computer-aided drafting, design, analysis, and presentation
X
11
Students have good communicatino skills with a tendency to work in teams, and are able to work effectively as a member of an interdisciplinary team
X
12
Students become aware of the technical and ethical responsibilities, as well as being inquisitive and innovative
X

Course Content
WeekTopicsStudy Materials _ocw_rs_drs_yontem
1 General procedure to find the antiderivatives nothing
2 Finding antiderivatives: Integral formulas and substitution technique previous courses
3 Partial differentiation technique previous courses
4 Antiderivatives of trigonometric functions previous courses
5 Trigonometric substitution previous courses
6 Integration of rational functions previous courses
7 Integration of rational functions previous courses
8 Mid-Term Exam previous courses
9 Applications of definite Integrals: Computation of areas previous courses
10 Determination of centroids of areas previous courses
11 Computation of volumes of a solid of revolution previous courses
12 Computation of arc length and surface area of a solid of revolution previous courses
13 Solution of linear equations by Cramer's rule. previous courses
14 Polar coordinates previous courses
15 Parametric equations previous courses
16-17 Term Exams previous courses

Recommended or Required Reading
Textbook
Additional Resources