ANALYTICAL GEOMETRY
Course Name Code Regular Semester ECTS Credits Credits Lecture 2
Application 2
Analytical Geometry 0251022 2 5 3 Laboratory (Hour/Week) -
Course Language Turkish
Compulsory or Elective Compulsory
Equipment Board, Overhead Projector, Projector;, Notebook, CD
Instructor Department of Mathematics
Course Contents Vector algebra/ coordinate systems/ transformations between parallel coordinates/ line of plane analysis in parallel coordinates/ analytical analysis of circle/ quadratics, conics, plane in space, line in space
Course Objectives To set and develop analytical thinking concept which is necessary condition on all fields of science
Course Outcomes
(The knowledge and the skills that the student will gain at the end of the course)
The basing information which is necessary for all geometric courses
Textbook
  1. Macit Büke “Analitik Geometri” IU,ı 1970
  2. Münire Özkan “Lineer Cebir Ve Analitik Geometri Problemleri” ITU, 1966
Additional References
  1. Earl W.Swokowski, “Calculus with Analitic Geomery” Prindle Weber and Schmidt, Boston 1979
  2. Joseph H. Kindle “Plane and Solid Analitic Geometry”, Shaum’s Outline series, McGrawHill, İnc.1950
Prerequisite Courses -
Prerequisite Subjects Matrices, Linear dependence-independence
Homework/Project -
Laboratory -
Computer Applications -
Additional Practices -
Course Evaluation Criteria
Number Effective Proportion %
Midterm Exams 2 60
Quiz - -
Homework - -
Term Projects - -
Term Papers - -
Laboratory - -
Other - -
Final Exam 1 40
Division of Course Credit (%) Basic Sciences - %
Basic Engineering and Departmental Core Courses - %
Departmental Core Courses 100 %
Social Sciences - %

WEEKLY COURSE PLAN
Week Subject
1 Vector algebra
2 Coordinates systems, parallel coordinates,
3 Transformations between parallel coordinates,
4 Line of plane analysis in parallel coordinates
5 Line of plane analysis in parallel coordinates
6 Analytical analysis of circle
7 Analytical analysis of circle
8 1st Midterm exam
9 Second degree surfaces (Quadratics)
10 Second degree surfaces (Quadratics)
11 Second degree curves (Conics)
12 Plane in space
13 2nd Midterm exam
14 Line in space
15 General application

Prepared by Department of Mathematics Date 01.01.2007