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This lecture covers the analysis of AC circuits with inductances and capacitances, applying mathematical strategies based on Ohm's law and Kirchhoff's laws to quantify phase shifts between currents and voltages. It also explores the use of complex numbers to simplify the analysis of driven AC circuits, leading to a 'generalized Ohm's law'. The lecture delves into the concept of complex impedance, phase differences between current and voltage, and the application of arctangent to determine phase shifts. Additionally, it discusses the use of complex variables for analyzing AC circuits, emphasizing the rotation of variables in the complex plane.