GMA3218 Qualitative Research Methods
Qualitative research methods highlight some essential aspects of qualitative research methods
Proses Stokastik
Matakuliah pilihan semester 6 ini memperkenalkan proses stokasti.
GMA2216 - Evaluasi Pembelajaran Matematika 2025
Mata kuliah ini membahas konsep dasar dalam evaluasi pembelajaran
pendidikan matematika dalam kaitannya dengan kurikulum yang berlaku serta
membahas berbagai teknik evaluasi dan pengembangan bentuk alat-alat evaluasi
kemampuan matematika. Topik-topik yang dibahas antara lain meliputi teori
hakikat evaluasi, Tes dan non tes, validitas dan reliabilitas, serta efek
potensial, penerapan teori evaluasi pada
pokok bahasan tertentu, serta simulasi pengajaran matematika, berbagai teknik
evaluasi dan pengembangan alat evaluasi.
242-Persamaan Diferensial (GMA3216)
Mata kuliah ini membahas tentang persamaan diferensial yang berorde satu
dan dua beserta metode-metode untuk mencari solusinya, pemodelan dengan
persamaan diferensial biasa orde satu dan dua, serta sistem persamaan
diferensialnya
242-METODE NUMERIK (GMA3215)
Mata
kuliah ini mengajarkan beberapa topik yaitu galat, akar persamaan tak linear, interpolasi,
penghampiran fungsi, sistem persamaan linear, dan integrasi numerik. Untuk
setiap topik diawali dengan teori yang mendasarinya dan algoritma setiap metode
yang digunakan, dilengkapi dengan contoh-contoh perhitungan baik secara manual
maupun komputasi. Perhitungan dengan komputer ditugaskan dan dibuat oleh
mahasiswa dengan bantuan software Pascal atau Delphi, sedangkan untuk analisis
pendahuluan terutama analisis tentang grafik fungsi yang dapat menggunakan
program Maple.
GMA2221 Nilai-Nilai Matematika
Mata kuliah ini membahas tentang konsep dasar nilai-nilai matematika dan penerapannya dalam pembelajaran
matematika; nilai-nilai pendidikan matematika secara umum, nilai-nilai matematika dilihat dari kemampuan
pedagogik; kemampuan penalaran matematis, kemampuan komunikasi matematis, kemampuan komunikasi
matematis, kemampuan berpikir kreatif matematis, kemampuan berpikir kritis matematis, kemampuan literasi
matematis, membuat kisi-kisi instrumen, dan menyusun instrumen untuk mengukur nilai-nilai matematika.
GMA2215 - MODEL-MODEL PEMBELAJARAN MATEMATIKA (TEACHING MODELS IN MATHEMATICS EDUCATION) 2025
The Learning Outcome of this course:
P6: To support the curriculum and mathematics learning in schools:
- CPMK1: Explain the differences between methods, models, strategies, and learning approaches.
- CPMK2: Master approaches and models of mathematics learning to support the curriculum and mathematics learning in schools.
P7: Master the philosophy, concepts, and principles of didactic-pedagogical mathematics.
- CPMK3: Explain the philosophy, concepts, and principles of approaches and models in mathematics learning.
KK4: Able to implement innovative approaches, methods, models, strategies, ICT-based media, and evaluation/assessment to support the curriculum and mathematics learning in schools.
- CPMK4: Analyze the implementation of mathematics learning approaches and models currently applied in the field.
- CPMK5: Analyze school mathematics materials that align with the available learning models.
KK6: Skilled in applying didactic-pedagogical concepts and principles in mathematics learning.
- CPMK6: Apply didactic-pedagogical concepts and principles in the syntax of mathematics learning models.
GMA1210 - KOMBINATORIKA (COMBINATORICS) 2025
P4: Master the philosophy, concepts, principles, and basic procedures of mathematical knowledge and reasoning required for teaching in secondary education, as well as advanced pure mathematics concepts necessary for further studies.
- CPMK1: Explain the concepts, principles, and procedures of permutations and combinations required for teaching in secondary education and further studies.
- CPMK2: Explain the concepts, principles, and procedures of recurrence relations required for further studies.
- CPMK3: Explain the concepts, principles, and procedures of generating functions required for further studies.
- CPMK4: Explain the concepts, principles, and procedures of the inclusion-exclusion principle required for further studies.
P5: Master basic knowledge in the applications of mathematics.
- CPMK5: Utilize basic knowledge in the application of permutations and combinations.
- CPMK6: Utilize basic knowledge in the application of recurrence relations.
- CPMK7: Utilize basic knowledge in the application of generating functions.
- CPMK8: Utilize basic knowledge in the application of the inclusion-exclusion principle.
KK3: Able to apply the concepts, principles, and basic procedures of mathematical knowledge and reasoning necessary for teaching in secondary education and advanced pure mathematics in problem-solving.
- CPMK9: Apply the basic concepts, principles, and procedures of permutations and combinations in problem-solving.
- CPMK10: Apply the concepts, principles, and procedures of recurrence relations in problem-solving.
- CPMK11: Apply the basic concepts, principles, and procedures of generating functions in problem-solving.
- CPMK12: Apply the basic concepts, principles, and procedures of the inclusion-exclusion principle in problem-solving.
KK5: Solve problems related to mathematical applications.
- CPMK13: Solve problems related to the application of permutations and combinations.
- CPMK14: Solve problems related to the application of recurrence relations.
- CPMK15: Solve problems related to the application of generating functions.
- CPMK16: Solve problems related to the application of the inclusion-exclusion principle.
GMA1208 - TRIGONOMETRI (TRIGONOMETRY) 2025
This course discusses:
1. trigonometric: angles, degrees, and triangles
2. definition 1 of trigonometric functions: right triangle ratios, applications of right triangle trigonometry: solving right triangles
3. definition 2 of trigonometric functions: cartesian plane, trigonometric functions of non-acute angles, radian measure and applications
4. definition 3 of trigonometric functions: unit circle approach, graphs of sine and cosine functions, graphs of other trigonometric functions
5. analytic trigonometry: basic trigonometric
6. identities, verifying trigonometric identities, sum and difference identities, double-angle identities, half-angle
7. identities, product-to-sum and sum-to-product identities, inverse trigonometric functions, trigonometric equations
8. additional topics in trigonometry: sinus and cosines law
GMA3108-PEMODELAN DAN SIMULASI
Mata kuliah ini mengajarkan tentang teori dan prinsip, teknik dan
metode, tahapan dan implementasi dari pemodelan dan simulasi di dalam
menyelesaikan suatu masalah. Tujuannya
untuk agar mahasiswa memahami fenomena riil ke model matematik sederhana,
sebagai pendekatan pembelajaran (Model Blum).