Bachelor of Seconday Education – Major ini Mathematics

BACHELOR Of Secondary Education

Major in Mathematics

Program Specification

Program Title

Bachelor of Secondary Education - Major in Mathematics

Awarding Body/Institution

University of San Agustin

Accrediting Body

CHED, PAASCU

Program Duration

Four Years

The Bachelor of Secondary Education is an undergraduate teacher education program designed to equip learners with adequate and relevant competencies to teach in their chosen area of specialization/major in the secondary level.

In addition to the general admission requirements of the University (Certificate of Good Moral Character, Birth Certificate /PSA Document, Marriage Contract for married female students, two pieces 2x2 picture), Applicants seeking admission/readmission to the Education Programs shall comply with the following requirements.

 

  1. Admission Requirements for Incoming First Year Students

1.1  Form 138 (High School Report Card) an average grade of at least Eighty Percent (80%) as indicated in the Form 138.

1.2   Admission Exam (OASIS)

1.3  Interview with the Dean/Academic Supervisor/Evaluation Committee

 

  1. Admission Requirements for Transferees

2.1 Honorable Dismissal from School Last Attended

2.2 Transcript of Records

2.3 Certificate of Good Moral Character

2.4 Interview with the Dean/ Head/Evaluation Committee

The BSEd degree program aims to develop highly motivated and competent Augustinian teachers specializing in the content and pedagogy for secondary education. 

Bachelor of Secondary Education 

(BSED Mathematics)

Summary of Units

General Education Courses

36 units

Professional Education Courses

42 units

Major Courses

63 units

Mandated Courses (PATHFIT & NSTP)14 units

Institutional Course

12 units

Total

167 units

PROGRAM OUTCOME CODESPROGRAM OUTCOME STATEMENT
PO AExhibit competence in mathematical concepts and procedures.
PO BExhibit proficiency in relating mathematics to other curricular areas.
PO CManifest meaningful and comprehensive pedagogical content knowledge (PCK) of mathematics.
PO DDemonstrate competence in designing, constructing and utilizing different forms of assessment in
mathematics.
PO EDemonstrate proficiency in problem-solving by solving and creating routine and non-routine
problems with different levels of complexity.
PO FUse effectively appropriate approaches, methods, and techniques in teaching mathematics including technological tools.
PO GAppreciate mathematics as an opportunity to creative work, moments of enlightenment, discovery
PO HDemonstrate the fundamental Augustinian graduate attributes in the practice of the profession.

Relationship of Vision, Mission, Graduate Attributes, Program Educational Objectives to Program Outcomes

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