![](/Resources/Images/SubDomain/tuyensinh/SPDIA.PNG)
![](data:image/png;base64,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)
![](/Resources/Images/SubDomain/tuyensinh/ton1.PNG)
Geography Education
According to the Sino-Vietnamese sound, ‘su’ means ‘teacher’ and ‘pham’ means ‘model’. In the simplest sense, pedagogy is a model teacher, a template and a good example for students to follow. Working in the pedagogy, you are involved in the cultivation of people and the training of human resources for the society.
Major: Geography Education
Major code: 7140219
1. Training objectives
Students are trained to be:
- Able to understand the nature, target, mission, methodology and research methods of Geography Science and Education Science
- Able to understand a basic knowledge of geography and relations of natural phenomena and socio-economic processes as well as the organization of territories in Vietnam and other countries.
- Able to understand the basic theory of methodology, to approach and perform modern teaching methods, from which they can teach geography to high school students in order to meet the requirements of subject-based curricula, suitable for the reform of teaching and learning methods in high schools.
2. Program strengths:
- The program is regularly updated.
3. Program contents:
- General knowledge
The program presents and analyzes the basic principles of Marxism-Leninism, the basic contents of Ho Chi Minh thought and revolutionary lines of the Communist Party of Vietnam. It directly relates to the rights and obligations of citizens, explains the important role of teachers in educating students, describes and analyzes the specific requirements of teachers’ moral qualities and their manifestations in practice.
- Professional knowledge
+ Basic courses: general learning map, geology, astrophysics, general natural geography, general socio-economic geography, GIS application in teaching and researching geography, climate change and disaster prevention, places of study, local geography, methods of scientific research geography, geological field-map, natural geography field, geography of socio-economic Vietnam
+ Specialized subjects: natural geography of continents, Vietnam’s natural geography, Socio-economic geography of the world, Vietnam's socio-economic geography, geography teaching theory, teaching methods of geography in high schools, the method of using the text map, geographic extracurricular activities, integrated teaching in geography, examination and evaluation in Geography teaching, application of information and communication technology in geography teaching, training pedagogy, practical training
- Skills accumulated:
+ Skills in promoting teamwork and presenting issues of natural geography, socio-economic geography, natural resources - environment and natural disasters as mentioned in the training program.
+ Skills in applying advanced methods and modern teaching aids to teaching geography in high schools;
+ Ability to study the regional and local nature and socio-economy for geographic teaching and learning and for socio-economic development.
+ Pedagogical skills and ability to apply their knowledge and skills to teaching Geography in high school.
4. Qualities and skills required
- Aware of professional ethics and strong political qualities;
- Able to understand learners and the educational environment,
- Good at pedagogical skills, communication skills, educational evaluation skills
- Good at social activities and
- Aware of professional development.
5. Job opportunities
- Graduates can work at research institutes, centers, agencies and departments related to geography in the fields of economic territorial organization, economic restructuring, population and development, quality of life and economic development, population-environment integration, climate change education, disaster prevention, island education and life skill education through geography.
- Graduates can work in agencies and departments related to territorial planning and organization, natural resources and environment management, natural disaster mitigation. They can also work as officials in the fields of agriculture - rural areas, industry, population education or tourist guides, etc.
- Excellent graduares can work as lecturers at universities and colleges or continue to pursue postgraduate programs.
6. Qualifications:
A Bachelor’s degree in Geography.
7. Opportunities for further study
- Able to go on to graduate school.
8. Alumni’s reflections
The teachers in the Department of Geography left us with a deep impression. Honestly, when we entered the Department, we were still not quite sure, but the teachers here always encouraged us to be confident and that led to our success today. Thinking back, I am very grateful to my teachers.
Nguyen Kien (Geography Education, Course 20)
Place of work: Quang Ngai Department of Education and Training
Position: Vice-Director
Email: nkien@quangngai.edu.vn
9. Strategic Partners:
Departments of Education and Training and other high schools across the country.
For further information, please contact:
Nguyen Duc Ton, MA
Email: nguyenducton@qnu.edu.vn
Mobile: 0915 018 716