Prerequisites and co-requisites |
|
Language of instruction |
English |
Type |
Required |
Level of Course |
Bachelor's |
Lecturer |
Asst Prof. Dr. Gökçe MANAVGAT |
Mode of Delivery |
Face to Face |
Suggested Subject |
|
Professional practise ( internship ) |
None |
Objectives of the Course |
The aim of this course is to learn the advance mathematical concepts and applications by adapting business and economic science., Introduction to calculus, limit and continuity, differentiation, partial differentiation, integration and matrix algebra will be explained, and examples of economic events will be solved |
Contents of the Course |
Limit and Continuity, derivative of a function, partial differentiations, integration, matrices, matrices rule, Cramer’s rule, linear programing |
# |
Subjects |
Teaching Methods and Technics |
1 |
Limit and Continuity, Limit Rules Uncertainty |
Face-to-face identification and example |
2 |
Limit and Continuity, Limit Rules Uncertainty |
Face-to-face identification and example |
3 |
Differentiation, The derivative of a function, Rules of differentiation, Further rules of differentiation |
Face-to-face identification and example |
4 |
Differentiation, The derivative of a function, Rules of differentiation, Further rules of differentiation |
Face-to-face identification and example |
5 |
Partial Differentiation, Functions of several variables, Unconstrained and constrained optimization |
Face-to-face identification and example |
6 |
Partial Differentiation, Functions of several variables, Unconstrained and constrained optimization |
Face-to-face identification and example |
7 |
Functions of several variables, Unconstrained and constrained optimization and applications |
Face-to-face identification and example |
8 |
Problem Sets |
Face-to-face identification and example |
9 |
Midterm exam |
Writtin exam |
10 |
Integration, Indefinite integration, Definite integration |
Face-to-face identification and example |
11 |
Integration, Indefinite integration, Definite integration |
Face-to-face identification and example |
12 |
Integration advanced applications |
Face-to-face identification and example |
13 |
Matrices, Basic matrix operations, Scalar multiplication, Matrix multiplication, Matrix inversion |
Face-to-face identification and example |
14 |
Matrices, Basic matrix operations, Scalar multiplication, Matrix multiplication, Matrix inversion |
Face-to-face identification and example |
15 |
Matrices, Cramer’s rule, Exercises |
Face-to-face identification and example |
16 |
Final Exam |
Writtin exam |