INTRODUCTION ABOUT CURRICULUM
The Bachelor's program in Economics was established in 1991 with the aim of equipping students with knowledge and skills to analyze, plan, organize, and implement economic and social development policies.
A Bachelor's degree in Economics provides a solid foundation for students to work in economic and social organizations at various levels: national, sectoral, regional, local (provinces, districts, communes), international organizations, non-governmental organizations, and economic entities across all sectors. Graduates are expected to adhere to professional ethics, possess computer and language skills, and have the knowledge and skills to adapt to the rapid changes in the modern economic environment and the lifelong learning objectives.
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)
The program in Economics equips students with the necessary competencies to understand and engage in the development process within a dynamic economic environment. The program is designed to help students acquire the following knowledge, skills, and attitudes (PO): After 3 to 5 years of graduation, Economics students will be able to:
- Become economic experts in the field of economics at the national, local, regional, sectoral and organizational levels.
- Having the necessary skills to adapt to the changing working environment.
- Consciously complying with social standards, professional ethics, and social responsibility.
CAREER OPPORTUNITIES
Graduates with a Bachelor's degree in Economics can qualify for employment positions in various organizations, agencies, and businesses, including:
- Government agencies responsible for socio-economic management at the central and local levels (ministries, departments, boards, committees, people's committees, functional departments, etc.).
- Management boards of development programs, projects, and development organizations.
- Multilateral organizations such as the World Bank, the Asian Development Bank, and non-governmental organizations.
- Business organizations in the majors of economics, natural resource economics, investment, as well as small and medium-sized enterprises.
- Participation in teaching and research at universities, colleges, and research institutes.
CAREER DEVELOPMENT OPPORTUNITIES FOR GRADUATES IN ECONOMICS INCLUDE:
- Opening up numerous job opportunities and advancement in various majors within a dynamic business environment and international integration.
- Pursuing higher education (master's, doctoral) in the majors of economics, management, and business.