Mathematical Analysis I
Sequences of real numbers, convergence tests. Series of real numbers, convergence tests. Functions of real numbers. Trigonometrical functions. Hyperbolic functions. Continuous functions. Derivatives of functions. Fundamental theorems. Power series. Taylor and Maclaurin series. The Riemann integral of a real-valued function. Applications. Generalized integrals. Applications.
| Semester: | 1 |
| Teaching credits: | 4 |
| Teachers: |
