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Information
| Unit | FACULTY OF EDUCATION |
| COMPUTER EDUCATION AND INSTRUCTIONAL TECHNOLOGY PR. | |
| Code | BTE138 |
| Name | Mathematics II |
| Term | 2015-2016 Academic Year |
| Semester | 2. Semester |
| Duration (T+A) | 2-2 (T-A) (17 Week) |
| ECTS | 4 ECTS |
| National Credit | 3 National Credit |
| Teaching Language | Türkçe |
| Level | Üniversite Dersi |
| Type | Normal |
| Label | C Compulsory |
| Mode of study | Yüz Yüze Öğretim |
| Catalog Information Coordinator | |
| Course Instructor |
Prof. Dr. AYTEN PINAR BAL
(Bahar)
(A Group)
(Ins. in Charge)
|
Course Goal / Objective
The general purpose of this course is to gain basic concepts and principles of mathematics to the teacher candidates attending to computer technologies department
Course Content
Increasing and decreasing functions; solving problems with them, curve functions and derivate functions, explaining and solving problems with these concepts, drawing graphics of functions, some applications with derivatives, the concept of indefinite integral, solving problems with its formulas, calculating the integral of rational functions, calculating the integral of trigonometric and rational trigonometric functions, Riemann integral, explaining a definite integral, applying the basic theorems of integral calculation, applying the methods of taking integral, calculating area and circumference with the help of a specific integral
Course Precondition
Resources
Notes
Akdeniz , F. Ünlü, Y., Dönmez, D. (2007). Analize Giriş (Cilt I) Adana: Nobel yayınevi.
Course Learning Outcomes
| Order | Course Learning Outcomes |
|---|---|
| LO01 | Increasing and decreasing functions; solves problems with them |
| LO02 | Curve functions and derivated functions, explains and solves problems with these concepts |
| LO03 | Draws graphics of functions |
| LO04 | Do some applications with derivatives |
| LO05 | The concept of Indefinite Integral, solves problems with its formulas |
| LO06 | Calculates the integral of rational functions |
| LO07 | Calculates the integral of trigonometric and rational trigonometric functions |
| LO08 | Riemann Integral, explains a definite integral |
| LO09 | Applies the basic theorems of integral calculation |
| LO10 | Applies the methods of taking integral |
| LO11 | Calculates area and circumference with the help of a specific integral |
Relation with Program Learning Outcome
| Order | Type | Program Learning Outcomes | Level |
|---|---|---|---|
| PLO01 | - | Explain sub-fields of instructional technologies and integral structure of its process and also its relation to the other fields. Explain the integral structure of instructional technologies and information technologies or computer science applications. Explain concepts that constitutes the basis for scientific thinking in the scope of the field and the related fields. | |
| PLO02 | - | Apply the processes of analysis, design, development, and evaluation on the basis of knowledge of instructional technologies. Utilize information technologies and computer science applications in order to create an effective and productive learning environment. Utilize concepts and applications of scientific research and basic statistics, which are the basis of scientific thinking, for the conditions in the scope of the field and related fields. | |
| PLO03 | - | Apply the processes of analysis, design, development, and evaluation on the basis of knowledge of instructional technologies. Utilize information technologies and computer science applications in order to create an effective and productive learning environment. Utilize concepts and applications of scientific research and basic statistics, which are the basis of scientific thinking, for the conditions in the scope of the field and related fields. | |
| PLO04 | - | Develop a plan, apply the plan and assess the results based on scientific view for the solution of the problems presented in the scope of the field or related fields. Put forward new products or processes on the basis of components of instructional technologies, computer science, for the related situations. | |
| PLO05 | - | Develop a personal proposal, a product or a group of processes for the solution of a problem related to the field as an indicator of the skills of working independently and taking responsibility. Take responsibility of an individual or group projects and accomplishing his/her undertaken missions. | |
| PLO06 | - | Follow current problems and applications and determining information and skills to undertake learning missions for the following stage. Apply the solution for the problem on the basis of scientific and ethical values when she/he confronts a learning problem. | |
| PLO07 | - | Build a healthy communication with students, teachers, school administration, and the individuals in the study group. Comprehend a foreign language in order to follow the international resources that can be utilized for the solution of problems related to the field. Take responsibilities for the distribution and dissemination of the developments in the field on local or national range. | |
| PLO08 | - | Act on the basis of scientific and ethical values in her/his works and also support preservation and learning of these values. Develop and evaluate strategic views on topic related to the future of the field. Transfer related progresses in other related fields to the field of instructional technologies. Create and maintain a cooperative and productive working environment by developing an insight related to the behaviors of the shareholders. |
Week Plan
| Week | Topic | Preparation | Methods |
|---|---|---|---|
| 1 | Increasing and decreasing functions; solving problems with them | Kadıoğlu, E. & Kamali, M. (2005). s.179-193; Akdeniz , F. Ünlü, Y., Dönmez, D. (2007). s. 233-243; Balcı, M. (2000). s. 44-54 | |
| 2 | Curve functions and derivated functions, explaining with these concepts | Kadıoğlu, E. & Kamali, M. (2005). s.193-202; Akdeniz , F. Ünlü, Y., Dönmez, D. (2007). s. 243-263 | |
| 3 | Curve functions and derivated functions solving problems with these concepts | Kadıoğlu, E. & Kamali, M. (2005). s.202-216; Akdeniz , F. Ünlü, Y., Dönmez, D. (2007). s.263-271 Balcı, M. (2000). s. 54-79 | |
| 4 | Drawing graphics of functions | Kadıoğlu, E. & Kamali, M. (2005). s.216-242; Akdeniz , F. Ünlü, Y., Dönmez, D. (2007). s.263-271 | |
| 5 | Some applications with derivatives | Kadıoğlu, E. & Kamali, M. (2005). s.242-255; Balcı, M. (2000). s. 151-208 | |
| 6 | The concept of indefinite Integral | Kadıoğlu, E. & Kamali, M. (2005). s.255-264; Balcı, M. (2000). s.211-262 | |
| 7 | Calculating the integral of rational functions | Kadıoğlu, E. & Kamali, M. (2005). s.268-282; Balcı, M. (2000). s.211-262 | |
| 8 | Mid term exam | ||
| 9 | Calculating the integral of rational functions | Kadıoğlu, E. & Kamali, M. (2005). s.298-345; Balcı, M. (2000). s.211-262 | |
| 10 | Calculating the integral of trigonometric functions | Kadıoğlu, E. & Kamali, M. (2005). s.347-356; Balcı, M. (2000). s.265-290 | |
| 11 | Calculating the integral of rational trigonometric functions | Kadıoğlu, E. & Kamali, M. (2005). s.347-356; Balcı, M. (2000). s.265-290 | |
| 12 | Riemann Integral, definite integral | Kadıoğlu, E. & Kamali, M. (2005). s.347-356; Balcı, M. (2000). s.265-290 | |
| 13 | Applying the basic theorems of integral calculation | Kadıoğlu, E. & Kamali, M. (2005). s.374-407; Balcı, M. (2000). s. 293-314 | |
| 14 | Applying the methods of taking integral | Kadıoğlu, E. & Kamali, M. (2005). s.374-407; Balcı, M. (2000). s. 293-314 | |
| 15 | Calculating area and circumference with the help of a specific integral | Kadıoğlu, E. & Kamali, M. (2005). s.374-407; Balcı, M. (2000). s. 293-314 | |
| 16 | Final exam | ||
| 17 | Final exam |
Assessment (Exam) Methods and Criteria
| Assessment Type | Midterm / Year Impact | End of Term / End of Year Impact |
|---|---|---|
| 1. Midterm Exam | 100 | -20 |
| 1. Midterm Exam | 100 | -20 |
| General Assessment | ||
| Midterm / Year Total | 200 | -20 |
| 1. Final Exam | - | 60 |
| 1. Final Exam | - | 60 |
| Grand Total | - | 100 |