Course Title Course Code Program Level

Course Term
(Course Semester)
Teaching and Learning Methods
Theory Practice Lab Projects/Field Work Seminars/Workshops Other Total Credits ECTS Credits
42 40 83 165 3 6

Teaching Staff
Language of Instruction Türkçe (Turkish)
Type Of Course Compulsory
Prerequisites None.
Recommended Optional Programme Component
Course Objectives We shall give on the mathematic of on the MAT 101-MAT 102 mathematic
Course Content Advance Mathematic Calculus I
Learning Outcomes (LO) Temel ve genel matematikteki kavram ve teoremlerin branş ve mesleğe göre uygulanabilirliğini kazanmak.
Mode of Delivery Face to face
Course Outline
Week Topics
1. Week Sequence, sequences defination, limit of sequence
2. Week Theorems of on the sequences
3. Week Upper limit, lower limit
4. Week Convergence properties of sequences
5. Week Infinite series and defination
6. Week Special series, geometric series and theorems
7. Week Combinations of series
8. Week Comparisons of series, changing indexes
9. Week Nonnegative series, integral tests
10. Week Comparison tests, limit comparison test, the ratio test
11. Week The root test, alternating series
12. Week Absolute convergence, conditional convergence, Weierstrass M test
13. Week Power series, differantiation theorem for power series
14. Week Bessel and hipergometric functions and several valued functions
Mid-term (%) 40
Quizes (%)
Homeworks/Term papers (%)
Practice (%)
Labs (%)
Projects/Field Work (%)
Seminars/Workshops (%)
Final (%) 60
Other (%)
Total(%) 100
Course Book (s) and/or References 1. Murray R. Spiegel., İleri Matematik, Schaum’s outlines, Nobel Yayınevi. 2. Advance Calculus, Schaums series, McGraw Hill
Work Placement(s)
The Relationship between Program Qualifications (PQ) and Course Learning Outcomes (LO)