After successful completion of this course, the student will be able to: 1.Define the notion of double integral, triple integral, surface and line integral and quote their applications. 2.Solve problems recquiring calculation of double, triple ,surface and line integrals. 3. Explain and apply the basic notions of scalar field theory and vector field theory(gradient, divergence, rotor). 4.Calculate nth roots of comlex number and the powers of comlex number and quote elementary complex functions. 5. Quote and apply theorems about necessary and sufficient conditions for differentiability of complex function, Cauchy ‘s integral theorem and residue theorem.
Name | Lectures | Exercises | Laboratory |
---|---|---|---|
ANTON NUCULOVIĆ | 2x1 8B+5S+27P | ||
SANJA RAŠOVIĆ-JANČIĆ | 3x1 8B+5S+27P |