| Module designation | SEDC1011 Mathematics for Chemistry |
| Semester(s) in which the module is taught | 1st Semester |
| Person responsible for the module | Drs. Rusman, M.Si |
| Language | Indonesian |
| Relation to curriculum | Mandatory modules for 1st semester students. |
| Teaching methods | Lecture and Case method |
| Workload (incl. contact hours, self-study hours) | 2 x 45 hours per semester, comprising: 100 minutes lecture and discussion per week120 minutes structured tasks per week120 minutes learn to be independent per week |
| Credit points | 2 SKS = 3.34 ECTS |
| Required and recommended prerequisites for joining the module | no prerequisites |
| Module objectives/intended learning outcomes | Through various learning models (C), students (A) are able to analyze (B) mathematical theories, concepts, and laws necessary (D) for chemical calculations involving stoichiometry, solution pH, chemical kinetics, solubility product (Ksp), quantitative analysis, and quantum chemistry).Through various learning models and problem-solving methods (C), students (A) are able to apply (B) mathematical concepts, theories, and laws to solve chemical problems (D) related to stoichiometry, solution pH, chemical kinetics, solubility product (Ksp), and quantitative chemical analysis. |
| Content | Basic mathematics is a foundational subject that underpins the development of modern technology and plays a vital role across various disciplines while advancing human reasoning. This course provides students with essential mathematical knowledge required to solve problems in chemistry by integrating relevant mathematical concepts. The discovery and development of theories in chemistry are inseparable from the application of mathematical principles. Topics covered in this course include exponents, roots, logarithms, quadratic functions, systems of linear equations, trigonometry, differentiation, and integration, along with their applications in the field of chemistry). |
| Exams and assessment formats | case studies, assignment and written examinations. |
| Study and examination requirements | Case methods: 7,5%Assignment: 32,5%Quiz: 30%Midterm: 15%Final exam: 15% |
| Recommended literature | Anton H, Dasar Dasar Aljabar Linear, Binarupa Yogyakarta. Haarry G. H,. 1990. Mathematics in Chemistry; Prentice-Hall, New Jessey Martono, K. 1999. Kalkulus. Jakarta: Erlangga. Masterton, W., 1970, Mathematical Preparation for General Chemistry, Saunder Company, London Purcell, E. J. et. all. 2004. Kalkulus, Jilid 1, Edisi Kedelapan, terj. I Nyoman Susila. Jakarta: Erlangga Surdia, N.M, 1984, Kimia Fisika II ; (terjemahan dari Alberty, 1980, Physical Chemistry 5 th Edition, John Wiley, Toronto), Erlangga, Jakarta. Mursita, D, 2020, Matematika Dasar, Penerbit Rekayasa Sains, Jakarta. http://elearning.usk.ac.id/ |
| Date of last amendment | August 12, 2024 |