- 14.14.1: Find the input impedance Z(s) in the network in Fig. P14.1. 2 H 1 F...
- 14.14.2: Find the input impedance Z(s) of the network in Fig. P14.2. 1 1 F 2...
- 14.14.3: Find the input impedance Z(s) of the network in Fig. P14.3 (a) when...
- 14.14.4: Find o(t), t > 0, in the network in Fig. P14.4. + 2 2 4 1 1 H 1 F o...
- 14.14.5: Find o(t), t > 0, in the network in Fig. P14.5 using node equations...
- 14.14.6: Use Laplace transforms and nodal analysis to find i1(t) for t > 0 i...
- 14.14.7: Use Laplace transforms to find (t) for t > 0 in the network shown i...
- 14.14.8: For the network shown in Fig. P14.8, find o(t), t > 0. 1 1 1 2u(t) ...
- 14.14.9: For the network shown in Fig. P14.9, find io(t), t > 0. 1 F 1 4u(t)...
- 14.14.1: Use nodal analysis to find o(t), t > 0, in the network in Fig. P14....
- 14.14.11: Use nodal analysis to find io(t) in the network in Fig. P14.11. 1 H...
- 14.14.12: Find o(t), t > 0, in the network shown in Fig. P14.12 using nodal a...
- 14.14.13: Find o(t), t > 0, in the network in Fig. P14.13. 1 1 1 1 H 1 F o(t)...
- 14.14.14: Use Laplace transforms and mesh analysis to find o(t) for t > 0 in ...
- 14.14.15: Solve 14.14 using Laplace transforms and nodal analysis.
- 14.14.16: Use nodal analysis to find io(t) in the network in Fig. P14.16. 2i1...
- 14.14.17: Use loop equations to find i1(t) in the network in Fig. P14.17. 2 +...
- 14.14.18: For the network shown in Fig. P14.18, find o(t), t > 0, using mesh ...
- 14.14.19: Use mesh equations to find o(t), t > 0, in the network in Fig. P14....
- 14.14.2: Use loop analysis to find o(t) for t > 0 in the network in Fig. P14...
- 14.14.21: For the network shown in Fig. 14.21, find o(t), t > 0, using node e...
- 14.14.22: For the network shown in Fig. P14.22, find o(t), t > 0, using loop ...
- 14.14.23: Use loop equations to find io(t), t > 0, in the network shown in Fi...
- 14.14.24: Use mesh analysis to find o(t) for t > 0 in the network in Fig. P14...
- 14.14.25: Use mesh analysis to find o(t), t > 0, in the network in Fig. P14.2...
- 14.14.26: Use superposition to solve 14.11
- 14.14.27: Use superposition to find o(t), t > 0, in the network shown in Fig....
- 14.14.28: Use superposition to find o(t), t > 0, in the network in Fig. P14.2...
- 14.14.29: Solve 14.14 using Laplace transforms and source transformation.
- 14.14.3: Use source exchange to solve 14.11
- 14.14.31: Use source transformation to find o(t), t > 0, in the circuit in Fi...
- 14.14.32: Solve 14.14 using Laplace transforms and Thvenins theorem.
- 14.14.33: Use Thvenins theorem to solve 14.16
- 14.14.34: Use Thvenins theorem to solve 14.17
- 14.14.35: Use Thvenins theorem to find io(t), t > 0, in Fig. P14.35. 1 1 2 2 ...
- 14.14.36: Use Thvenins theorem to find o(t), t > 0, in the network in Fig. P1...
- 14.14.37: Find o(t), t > 0, in the network in Fig. P14.37 using Thvenins theo...
- 14.14.38: Use Thvenins theorem to find o(t), t > 0, in Fig. P14.38. 1 1 2 1 H...
- 14.14.39: Use Thvenins theorem to determine io(t), t > 0, in the circuit show...
- 14.14.4: Use Thvenins theorem to find o(t), t > 0, in the network in Fig. P1...
- 14.14.41: Use Thvenins theorem to find o(t), t > 0, in the network in Fig. P1...
- 14.14.42: Use Thvenins theorem to find o(t), t > 0, in the network shown in F...
- 14.14.43: Use Thvenins theorem to find io(t), t > 0, in the network shown in ...
- 14.14.44: Find io(t), t > 0, in the network shown in Fig. P14.44. 4 3 2 1 F 1...
- 14.14.45: Find io(t), t > 0, in the network shown in Fig. P14.45. 2 1 3 12 V ...
- 14.14.46: Find io(t), t > 0, in the network in Fig. P14.46. 2 2 H 7 6 12 V t ...
- 14.14.47: Find o(t) for t > 0 in the network in Fig. P14.47. + 4 k + t = 0 3 ...
- 14.14.48: Find o(t) for t > 0 in the network shown in Fig. P14.48. + 3 k 200 ...
- 14.14.49: Find io(t) for t > 0 in the network shown in Fig. P14.49. 3 H 4 6 1...
- 14.14.5: Find o(t) for t > 0 in the network shown in Fig. P14.50. o(t) + 4 H...
- 14.14.51: Find o(t) for t > 0 in the network shown in Fig. P14.51. o(t) + 24 ...
- 14.14.52: Find o(t), t > 0, in the network shown in Fig. P14.52. 4 15 V 4 4 2...
- 14.14.53: Find i(t), t > 0, in the network shown in Fig. P14.53. 2 H i(t) + 5...
- 14.14.54: Find o(t), t > 0, in the network in Fig. P14.54. 6 A 6 2 3 4 4 H t ...
- 14.14.55: Find io(t), t > 0, in the network in Fig. P14.55. 12 k 4 k 6 k 100 ...
- 14.14.56: Find o(t), t > 0, in the network shown in Fig. P14.56. o(t) 2 H + 1...
- 14.14.57: Find o(t), for t > 0, in the network in Fig. P14.57. 4 k 2 k 6 k 12...
- 14.14.58: Find o(t) for t > 0 in the network in Fig. P14.58. 2 k 100 F 2 k 2 ...
- 14.14.59: Find o(t) for t > 0 in the network in Fig. P14.59. 2 6 8 + o(t) + 4...
- 14.14.6: Find o(t) for t > 0 in the network in Fig. P14.60. o(t) + 1 F 1 2 H...
- 14.14.61: Determine the initial and final values of the current i(t) in the n...
- 14.14.62: Determine the initial and final values of the voltage o(t) in the n...
- 14.14.63: Find o(t) for t > 0 in the network in Fig. P14.63. 1 1 + 1 1 H 4u(t...
- 14.14.64: Find o(t) for t > 0 in the network in Fig. P14.64. o(t) + 1:2 Ideal...
- 14.14.65: For the network shown in Fig. P14.65, determine the value of the ou...
- 14.14.66: Determine the initial and final values of the voltage o(t) in the n...
- 14.14.67: Given the network in Fig. P14.67, determine the value of the output...
- 14.14.68: Determine the output voltage o(t) in the network in Fig. P14.68a if...
- 14.14.69: Determine the output voltage, o(t), in the circuit in Fig. P14.69a ...
- 14.14.7: Determine the transfer function Io(s)Ii (s) for the network shown i...
- 14.14.71: Find the transfer function Vo(s)Vi (s) for the network shown in Fig...
- 14.14.72: For the network in Fig. P14.72, choose the value of C for critical ...
- 14.14.73: The voltage response of the network to a unit step input is Vo(s) =...
- 14.14.74: Find the output voltage, o(t), t > 0, in the network in Fig. P14.74...
- 14.14.75: The voltage response of a network to a unit step input is Vo(s) = 2...
- 14.14.76: The transfer function of a network is given by the expression G(s) ...
- 14.14.77: The transfer function of the network is given by the expression G(s...
- 14.14.78: The voltage response of a network to a unit step input is Vo(s) = _...
- 14.14.79: The transfer function of the network is given by the expression G(s...
- 14.14.8: Find the steady-state response io(t) in the network shown in Fig. P...
- 14.14.81: Find the steady-state response o(t) in the network shown in Fig. P1...
- 14.14.82: Find the steady-state response o(t) in the network shown in Fig. P1...
- 14.14.83: Determine the steady-state response o(t) for the network in Fig. P1...
- 14.14.84: Find the steady-state response io(t) for the network shown in Fig. ...
- 14.14.85: Find the steady-state response o(t) for the circuit shown in Fig. P...
- 14.14.86: Find the steady-state response o(t) for the network in Fig. P14.86....
- 14.14.87: Find the steady-state response o(t), t > 0, in the network in Fig. ...
- 14.14.88: Determine the steady-state response io(t) for the network in Fig. P...
- 14.14.89: Find the steady-state response o(t), t > 0, in the network in Fig. ...

# Solutions for Chapter 14: APPLICATION OF THE LAPLACE TRANSFORM TO CIRCUIT ANALYSIS

## Full solutions for Basic Engineering Circuit Analysis | 11th Edition

ISBN: 9781118539293

Solutions for Chapter 14: APPLICATION OF THE LAPLACE TRANSFORM TO CIRCUIT ANALYSIS

Get Full SolutionsBasic Engineering Circuit Analysis was written by and is associated to the ISBN: 9781118539293. This expansive textbook survival guide covers the following chapters and their solutions. Chapter 14: APPLICATION OF THE LAPLACE TRANSFORM TO CIRCUIT ANALYSIS includes 89 full step-by-step solutions. This textbook survival guide was created for the textbook: Basic Engineering Circuit Analysis, edition: 11. Since 89 problems in chapter 14: APPLICATION OF THE LAPLACE TRANSFORM TO CIRCUIT ANALYSIS have been answered, more than 26587 students have viewed full step-by-step solutions from this chapter.