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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 I | MAT101 | 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 | Introducing the course to the students; Limits and continuity | No file found |
| 2 | Continuity of trigonometric, Exponential and inverse Functions; Tangent lines and rates of change; | No file found |
| 3 | The derivative function; Introduction to techniques of differentiation. | No file found |
| 4 | The product and quotient rules; Derivatives of trigonometric Functions; | No file found |
| 5 | The Chain rule; Implicit Differentiation. | No file found |
| 6 | Derivatives of logarithmic functions; Derivatives of exponential and ınverse trigonometric functions; | No file found |
| 7 | Mid-term examination | No file found |
| 8 | Local linear approximation, differentials; L’Hopital’s rule; Indeterminate forms. | No file found |
| 9 | Analysis of functions I: increase decrease and concavity; | No file found |
| 10 | Analysis of functions II: relative extrema; graphing polynomials. | No file found |
| 11 | Analysis of functions III: Rational functions, cusps, and vertical tangents; | No file found |
| 12 | Absolute maxima and minima; Roll’s theorem; | No file found |
| 13 | Mean value theorem; The indefinite integral. | No file found |
| 14 | Final Examination | No file found |