Topics for each week:
1. Basic mathematical skills (working with fractions, derivatives, integrals) used in the course.
2. Complex numbers
3. Matrix algebra—rewriting systems of equations in matrix form, solving matrix equations (using determinants, Cramer’s rule)
4. Symbolic method 1—impedance, admittance of circuit elements and their combinations
5. Symbolic method 2—simplification method, method of proportional quantities
6. Theorems on equivalent sources
7. Loop current method, node voltage method
8. Power, power matching, and reactive power compensation
9. Three-phase circuits
10. RC and RL circuits and RLC resonant circuits
11. Transient responses using the classical method
12. Transient responses using the operator method
13. Review