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COMPUTER ENGINEERING (ENGLISH) PROGRAMME COURSE DESCRIPTION |
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| Name of the Course Unit | Code | Year | Semester | In-Class Hours (T+P) | Credit | ECTS Credit |
|---|---|---|---|---|---|---|
| CALCULUS II | MAT102 | 1 | 2 | 4+0 | 4.0 | 7.0 |
| Weekly Course Contents and Study Materials for Preliminary & Further Study | ||
|---|---|---|
| Week | Topics (Subjects) | Preparatory & Further Activities |
| 1 | Concept of area, estimating with finite sums, sigma notation and limits of finite sums, definite integral, the fundamental theorems of calculus | No file found |
| 2 | Evaluation of Limit using the definite integral, indefinite integral and its properties | No file found |
| 3 | Integration by parts, substitution rule, integral formulas | No file found |
| 4 | Numerical integration metods, hyperbolic and inverse hyperbolic functions | No file found |
| 5 | Techniques of integration | No file found |
| 6 | Techniques of integration | No file found |
| 7 | Area, lengths of plane curves, volumes of a solid of revolution, areas of surfaces of revolution | No file found |
| 8 | Moments and centers of mass, moments of inertia, Pappus theorems | No file found |
| 9 | Areas and lengths in polar coordinates, improper integrals, Midterm Exam | No file found |
| 10 | Sequences, infinite series, tests of convergence for arithmetic, geometric,harmonic, alternating series | No file found |
| 11 | Absolute convergent, conditional convergent, convergence of power series | No file found |
| 12 | Derivation and integral of power series, Taylor and Maclaurin Series, Fourier Series | No file found |
| 13 | Vectors, dot product, cross product, lines and planes in space, cylinders and quadric surfaces | No file found |
| 14 | Vector-valued functions, limits and continuity and integrals of vector-valued functions | No file found |