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Breakdown as follows below
1A – Introduction; Units; Current 1B – Voltage or Potential Difference; Power 2 – Types of Circuits and Circuit Elements; Ohms’s Law 3A – Kirchhoff’s Current Law 3B – Kirchhoff’s Voltage Law 4A – Analysis of a Single Loop Circuit 4B – The Single Node-Pair Circuit 5A – Resistance and Source Combinations 5B – Voltage and Current Division 6 – The Operational Amplifier (Part 1) 7 – The Operational Amplifier (Part 2) 8 – The Operational Amplifier (Part 3) 9 – Nodal Analysis (Part 1) 10 – Nodal Analysis (Part 2) 11 – Mesh Analysis 12 – Source Transformations 13 – Problems in Source Transformations 14 – Linearity and Superposition 15 – Thévenin’s and Norton’s Theorems (Part 1) 16 – Thévenin’s and Norton’s Theorems (Part 2)
17 – 1 Inductance (Part 1) 17 – 2 Inductance (Part 2) 18 – 1 Capacitance (Part 1) 18 – 2 Capacitance (Part 2); The Integrator and Differentiator 19 – Inductance and Capacitance Combinations 20 – Source-Free RL and RC Circuits 21 – The General RL Circuit 22 – The Simple and General RC Circuit 22 – Corollary to 22 23 – The Application of the Unit-Step Forcing Function 24 – 1 Unit-Step Forced RL Circuits 24 – 2 Unit-Step Forced RC Circuits 25 – 1 The RLC Circuit; Source-Free Parallel RLC Circuits 25 – 2 The Overdamped Parallel RLC Circuit 26 – 1 The Critically Damped Parallel RLC Circuit 26 – 2 The Underdamped Parallel RLC Circuit 27 – The Source-Free Series RLC Circuit 28 – The Complete Response of the RLC Circuit
29 – 1 Sinusoidal Steady State Analysis 29 – 2 Forced Sinusoidal Response 30 – The Complex Forcing Function 31 – 1 The Phasor 31 – 2 Phasor Relationships for R, L, C 32 – Kirchhoff’s Laws Using Phasors 33 – Nodal and Mesh Analysis 34 – 1 AC Power Analysis 34 – 2 Average Power 35 – Maximum Power Transfer Theorem; Effective Values; Apparent Power; Power Factor
36 – 1 The Complex Frequency (Part 1) 36 – 2 The Complex Frequency (Part 2); Definitions of Two-sided and One-sided Laplace Transforms 37 – 1 Laplace Transforms of Simple Time Functions; Inverse Transform Techniques 37 – 2 Inverse Transform Techniques (Part 2); Time Differentiation and Integration Theorems 38 – The Time-shift, Initial-Value, Final-Value Theorems
