| Capaian Pembelajaran Mata Kuliah (CPMK) | - Mampu menerapkan konsep algoritma, pemodelan, dan kesalahan pada perhitungan metode numerik.
- Mampu melakukan perhitungan dengan metode analisis numerik dalam beberapa masalah rekayasa.
- Mampu menyelesaikan sistem persamaan linier (Metode Invers, Eliminasi Gauss, dan Gauss-Jordan), akar persamaan dan sistem persamaan nonlinier (Newton Rhapson), Aplikasi Deret Taylor (perhitungan turunan dengan metode selisih hingga dan aplikasinya.
- Mampu menyelesaikan permasalahan interpolasi fungsi, penyelesaian persamaan diferensial), metode numerik berbasis pendekatan polinomial (interpolasi polinomial, metode kuadrat terkecil, polinomial Lagrange dan aplikasinya.
- Mampu menyelesaikan perhitungan interpolasi, perhitungan turunan, integrasi numerik, penyelesaian diferensial waktu, transformasi koordinat)
| - Able to apply the concepts of algorithms, modeling, and errors in numerical method calculations.
- Able to perform calculations with numerical analysis methods in several engineering problems.
- Able to solve systems of linear equations (Inverse Method, Gauss Elimination, and Gauss-Jordan), roots of equations and systems of nonlinear equations (Newton Rhapson), Taylor Series Applications (calculation of derivatives by the finite difference method and its applications.
- Able to solve function interpolation problems, solving differential equations), numerical methods based on polynomial approaches (polynomial interpolation, least squares method, Lagrange polynomial and its applications.
- Able to complete interpolation calculations, derivative calculations, numerical integration, time differential solutions, coordinate transformations).
Lectures and tutorials
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| Metode Penilaian | Tugas, Kuis, Ujian Tengah Semester (UTS), Ujian Akhir Semester (UAS), dan Diskusi Kelas | Assignments, Quizzes, Midterm Exams (UTS), Final Semester Exams (UAS), and Class Discussions |
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