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In the second semester of circuit theory, important questions often focus on analyzing complex circuits using techniques such as mesh and nodal analysis, understanding the behavior of reactive components (inductors and capacitors), and applying Thevenin's and Norton's theorems. Students may also explore transient response in RLC circuits, frequency response, and the concept of resonance. Additionally, questions may involve the application of Laplace transforms for circuit analysis in the s-domain and understanding filter designs. Mastery of these topics is crucial for further studies in electrical engineering and related fields.

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