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Deskripsi Mata Kuliah
This course discusses the application of basic mathematics concepts to solve the real-world problem related to science phenomena and giving the solution using substantive and procedural concepts of linear algebra, vector calculus, differential, integral, and ordinary differential equations across science (physics, chemistry, and biology) fields.
CPMK
- Apply substantive and procedural concepts of linear algebra and vectors calculus to solve the real-world problem related to science phenomena
- Apply substantive and procedural concept of differential and integral to solve the real-world problem related to science phenomena
- Apply substantive and procedural concepts of ordinary differential equations (ODEs) to solve the real-world problem related to science phenomena
Aktifitas Pembelajaran
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Pertemuan 1 Explain the substantive concept of matrices, determinant, and linear system -
Pertemuan 2 Explain the substantive concept of matrices, determinant, and linear system -
Pertemuan 3 Explain the substantive concept of matrices, determinant, and linear system -
Pertemuan 4 Explain the substantive concept of eigenvalues and eigenvectors -
Pertemuan 5 Applying open-source software for problem-solving matrix problems in the science field -
Pertemuan 6 Explain the substantive concept of vectors and vector analysis -
Pertemuan 7 Explain the substantive concept of vectors and vector analysis -
Pertemuan 8 Mid-Semester Test -
Pertemuan 9 Explain the substantive concept of differential and integral -
Pertemuan 10 Explain the substantive concept of differential and integral -
Pertemuan 11 Explain the substantive concept of partial differentiation and multiple integral -
Pertemuan 12 Explain the substantive concept of partial differentiation and multiple integral -
Pertemuan 13 Explain the substantive concept of the first and second-order of ODEs -
Pertemuan 14 Explain the substantive concept of the first and second-order of ODEs -
Pertemuan 15 Applying open-source software for problem-solving ODEs problems in the science field -
Pertemuan 16 Final Semester Test
Pustaka
- Boas, M. L. (2006). Mathematical methods in the physical science (3rd Ed.). John Wiley & Sons.
- Roswati Mudjiarto, dkk. 2004. Matematika Fisika I. Universitas Pendidikan Indonesia. Bandung.
- Kreyszig, E. (2006). Advanced engineering mathematics (9th Ed.). John Wiley & Sons.
- Wospakrik,H.J.(1993).Dasar-Dasar Matematika untuk Fisika,DirjenDikti, Depdiknas, Jakarta.
- Goodson, D. Z. (2011). Mathematical methods for physical and analytical chemistry. Wiley.
- Logan, J. D., & Wolensensky, W. (2009). Mathematical methods in biology (Vol. 96). John Wiley & Sons.
- Arfken, G. B., Weber, H. J., & Harris, F. E. (2013). Mathematical methods for physicists: A comprehensive guide (7th Ed.). Academic Press.
- Allonso, M. and Finn, D.J. 1993. Fundamental University Fisic, Vol I, Edisons Wesley Pub.Co..
- Sahara Muslim. 2004. Gelombang dan Optik. Jakarta : Depdikbud Dikti
- Open Source Software for Mathematics (like Octave, Mathlab, GeoGebra, etc).
- Strauss. W.A. 1992.Partial Differential Equations.John Wiley & Sons.
- Buku Ajar Matematika Sains. (2004).
Dosen
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