Course Objectives: |
Makes Basic Mathematics calculations, Develops simple or moderate algebraic applications in his/her profession. |
Course Content: |
Fundamental Concepts, Numbers, Division – Divisibility Rules, Prime Factoring, GCD and LCM, First Degree Equations, Inequalities, Factoring, Exponents, Radical Numbers, Inequality, Absolute Value, Ratio / Proportion, Functions, Matrices and Determinants, Base Arithmetic |
Week |
Subject |
Related Preparation |
1) |
Basic Concepts |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
2) |
Numbers |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
3) |
Division-Divisibility |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
4) |
Prime Factorization, GCD, LCM |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
5) |
Rational Numbers |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
6) |
Absolute Value |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
7) |
Exponential Numbers, Radical Numbers |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
8) |
Midterm |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
9) |
Identities, Factorization |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
10) |
First Order Equations and Inequalities |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
11) |
Ratio-Proportion |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
12) |
Functions |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
13) |
Matrix and Determinants |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
14) |
Base Arithmetic |
Genel Matematik 1 – MYO’lar için Matematik ve Çözümleri; A. Sinan Çevik, Engin Bozacı; Nobel Yayınevi |
|
Program Outcomes |
Level of Contribution |
1) |
To have the ability to apply knowledge in the fields of mathematics, science and programming to the development of software systems and the solution of problems related to computer programming. |
5 |
2) |
To have the ability to analyze and model problems specific to the field of software systems development and computer programming, and to identify and define appropriate software requirements for their solutions. |
3 |
3) |
Having the ability to design, develop and evaluate a software system, system part, process or program that will meet specified requirements. |
2 |
4) |
Have the ability to develop software systems and use modern technical and programming tools for computer programming applications. |
1 |
5) |
To have the discipline of software systems development and computer programming and the ability to demonstrate the necessary business skills to work effectively in interdisciplinary teams or individually. |
1 |
6) |
To have the ability to develop software systems and apply approaches in the development of computer programs by applying analysis, design, implementation, verification, validation and maintenance processes. |
1 |
7) |
To have awareness and awareness of professional, legal, ethical and social problems in the field of software and computer programming. |
2 |