|Course Title||Code||Semester||L+P Hour||Credits||ECTS|
|Mathematics I *||ECMZ 103||1||3||3||6|
|Prerequisites and co-requisites|
|Recommended Optional Programme Components||None|
|Language of Instruction||English|
|Course Level||First Cycle Programmes (Bachelor's Degree)|
|Course Coordinator||Prof. Dr. Hasan Altan ÇABUK|
In this course, basic concepts of Mathematics will be given to form theoretical background.
Functions, Functions and Their Graphs, Limits and Continuity, Derivates, Economics Applications of Derivates, Indeterminate Forms in Limits, Graphical Illustration of Polynomial and Rational Function.Graphical Illustration of Exponantial Function.Graphical Illustration of Logarithmic Function.
|Course's Contribution To Program|
|No||Program Learning Outcomes||Contribution|
Has the conceptual and theoretical competence to explain the phenomena in the disciplines of Political Science and International Relations.
Identifies the international and national issues by methodologies used in the disciplines of Political Science and International Relations; chooses the appropriate analysis techniques across the issues and applies the appropriate empirical studies.
Becomes skilful at following and interpreting different social areas in international and national levels and also applies the problem-solving oriented practices.
Collects, reviews and analyzes the data obtained which necessary for modelling applications in the Social Science.
Individually and/or in a team, takes responsibility, leadership, and works effectively.
In recognition of the need for lifelong learning, follows the latest developments in the field and improves himself/herself.
Uses Turkish, and at least one more foreign language, in accordance with the requirements of academic and work life.
Understands and interprets the feelings, thoughts and behaviors of related persons correctly; and expresses himself/herself in written and oral forms accurately.
Improves his/herself constantly by defining educational requirements considering interests and talents in scientific, cultural, art and social fields besides career development.
Questions traditional approaches, practices and methods; and develops and applies new study methods if necessary.
Recognizes and implements social, scientific and professional ethical values.
Develops skills of defining and analyzing the international, regional and national oriented issues, producing appropriate conflict-resolution techniques and negotiation skills.
Develops critical thinking skills.
|1||ELEMENTARY FUNCTIONS (I) Linear Equations and Inequalities Graphs and Lines Business, Economics and Social Sciences Applications||Students will be prepared by studying relevant subjects from source books according to weekly program|
|2||ELEMENTARY FUNCTIONS (II) Functions Elementary Functions: Graphs and Transformations Quadratic Functions Business, Economics and Social Sciences Applications||Students will be prepared by studying relevant subjects from source books according to weekly program|
|3||ELEMENTARY FUNCTIONS (III) Polynomials and rational functions Exponential Functions Logarithmic functions Business, Economics and Social Sciences Applications||Students will be prepared by studying relevant subjects from source books according to weekly program|
|4||LIMIT (I) Introduction to the limit Infinite Limits and Limits at Infinity|
|5||LIMIT (II) Continuity Limits and continuity applications Business, Economics and Social Sciences Applications|
|6||DERIVATIVE (I) Rate of Change, Instantaneous Rate of Change, The slope of a graph, Definition of Derivative,Finding Derivatives, Slope of the tangent line|
|7||DERIVATIVE (II) Basic Rules of Differentiation Business, Economics and Social Sciences Applications|
|9||DERIVATIVE (III) The concept of differential Additional Derivative Topics Business, Economics and Social Sciences Applications|
|10||DERIVATIVE (IV) Marginal Analysis for Business and Economics Marginal Cost, Revenue and Profit Cost Analysis Marginal Cost and Full Cost|
|11||Constant-e and continuous compound interest Derivatives of Exponential and Logarithmic Functions Product and Quotient Rules|
|12||The Chain Rule Implicit Differentiation|
|13||Constant-e and Continuous Compound Interest Derivatives of Exponential and Logarithmic Functions Product and Quotient Rules|
|14||First Derivative and Graphs Second Derivatives and Graphs ApplicatLHopitals Rule Curve Drawing Techniques Optimizationions|
|15||LHopital and optimization|
|Recommended or Required Reading|