CURRICULUM STRUCTURE

The curriculum structure of the Mathematics Education Study Program consists of 4 (four) groups of subjects which can be completed during a study period of 8 (eight) semesters and a maximum limit of 14 (fourteen) semesters with a minimum number of credit units: 144 credits.

  • University's Courses 14 Credits
  • Faculty’s Course 3 Credits
  • Pedagogy’s Courses 7 Credits
  • Study Programme’s Compulsory Courses 97 Credits
  • Elective Course 4 Credits
  • Independent Learning Activities Course (MBKM) 20 Credits
Total = 145 Credits
Minimum total number of credit units that must be taken by students

SUBJECT MATTER OF BACHELOR OF MATHEMATICS EDUCATION STUDY PROGRAMME

General Basic Knowledge

Studies that develop competencies as individuals, professionals, and citizens globally. The study facilitates students to have the skills to think, collaborate, communicate, practice, and act scientifically to adapt to changes, especially in mathematics education.

Course

  • Pancasila Education
  • Indonesian Language
  • English
  • Olympism
  • Religion
  • Civic Education

Course

  • The Philosophy of Mathematics and Natural Sciences
  • Big Data and Programming
  • Logic and Scientific Reasoning
  • Educational Research Methods
  • Entrepreneurship

Pedagogical and Didactic Skills

Studies that discuss the theory or fundamental principles of teaching and learning, understanding the characteristics of students, planning, implementing, and evaluating learning that can optimize students’ various potentials.

Course

  • Foundation of education
  • Educational Science
  • Student Development
  • Microteaching
  • Practice Teaching Skills
  • Learning Theory

Course

  • Workshop
  • Introduction to Computer Animation
  • Planning, Management and Evaluation of Teaching
  • Designing Learning Kit
  • Designing Learning Media
  • Designing Teaching and Learning Instruments

Mastery of Mathematics Expertise and Its Applications

Studies that discuss the basic concepts of mathematics, school mathematics, applied mathematics, and statistics.

Course

  • Introduction of Basic Mathematics
  • English for Mathematics I
  • English for Mathematics II
  • Differential Calculus
  • Integral Calculus
  • Multivariable Calculus
  • Linear Algebra
  • Abstract Algebra
  • Elementary Differential Equation
  • Advanced Differential Equation
  • Complex Variable Functions
  • Real Analysis I
  • Real Analysis II
  • Learning on Mathematics for Elementary School
  • Learning on Mathematics for Junior High School
  • Learning on Mathematics for Senior High School
  • Capita Selecta of Mathematics
  • History of Mathematics
  • Pre-Undergraduate Thesis Seminar
  • Undergraduate Thesis

Course

  • Euclid Geometry
  • Space Geometry
  • Analytical Geometry
  • Transformation Geometry
  • Descriptive Geometry
  • ICT Based Teaching and Learning in Mathematic
  • Programming Algorithm
  • Numerical Methods
  • Discrete Mathematics
  • Linear Programming
  • Mathematical Modeling
  • Theory of Numbers
  • History of Mathematics
  • Basic Statistics
  • Mathematical Statistics I
  • Mathematical Statistics II
  • Nonparametric Statistics
  • Operational Research
  • Experimental Design
  • Regression Analysis
  • Multivariate Analysis
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