- Degree Bachelor
- Code: EBA1203
- Credit hrs: 3
- Prequisites: None or (EBA0201 for science Students)
This course provides basic rules of Differentiation – Trigonometric functions and their derivatives – Inverse trigonometric functions and their derivatives – Logarithmic function and its derivative. Logarithmic function and it's derivative – Derivatives of hyperbolic and inverse hyperbolic functions – Parametric differentiation, Implicit differentiation – Limits and L’Hospital rule –Partial Differentiation –Taylor’s and Maclaurin’s expansions – Curve sketching: Critical, maximum, minimum and inflection points – Curve sketching (rational functions) and physical application (velocity and acceleration) – Conic sections : Parabola, Ellipse, and Hyperbola
Software Engineering (2022 - New Plan)
Sherman K.Stein, Anthony Barcellos, Calculus & Analytic Geometry, McGraw-Hill Higher Education.
| content serial | Description |
|---|---|
| 1 | Basic rules of differentiation |
| 2 | Trigonometric function and their derivatives |
| 3 | Inverse of trigonometric and their derivatives |
| 4 | Logarithmic function and their derivatives |
| 5 | Exponential function and their derivatives |
| 6 | Derivatives of hyperbolic functions and their inverse |
| 7 | Parametric differentiation, Implicit differentiation |
| 8 | LHospital rule |
| 9 | Partial Differentiation |
| 10 | Taylor and Maclaurin expansions |
| 11 | Physical application |
| 12 | Curve sketching (Critical, maximum, minimum and inflection points) |
| 13 | Curve sketching (rational functions) |
| 14 | Conic sections |
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