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After completing this course, the student will be able to:
1. Definition of basic concepts related to mathematical economics.
2. Explanation and summary of basic principles related to algebra, equations, and economic functions. .
Application of mathematical economic knowledge, especially derivatives and calculus, in practical reality.
4. Acquiring practical computer skills related to mathematical economics.
5. Analysis, evaluation, and criticism of economic performance using mathematical models, particularly linear and nonlinear programming.
1.1 – Recognizes the mathematical methods and techniques necessary for economic analysis, and the use of the foundations of mathematical analysis and its applications in microeconomics and macroeconomics.
1.2 - Explains mathematical analysis theories and their precise application in microeconomics and macroeconomics.
1.3 - Applies mathematical analysis tools to solve microeconomic and macroeconomic problems. .
2.1 Uses critical thinking skills to analyze the results of micro and macroeconomic theories in light of mathematical economics applications. .
2.2 Uses computer applications in the fields of microeconomics, macroeconomics, and related to mathematical economics.
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