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2.27. For the magnetically coupled circuit shown in Figure P2.27, find the branch currents and the power supplied by each source

2.27. For the magnetically coupled circuit shown in Figure P2.27, find the branch currents and the power supplied by each source

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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answer question 2.27 please.

2.27. For the magnetically coupled circuit shown in Figure P2.27, find the branch currents and the power supplied by each source 2.28. For the magnetically coupled circuit given in Figure P2.28, determine (a) the current through each coil, (b) the voltage drop across each coil, and (c) the power supplied by the source. 2.29. Determine (a) the current in each branch, (b) the voltage drop across each coil, and (c) the average power supplied by the source if the coefficient of coupling between the two coils in Figure P2.29 is 0.8. 2.30. Coil-1 with a resistance of 0.2 and a self inductance of 20 mH is tightly (k = 1) coupled to coil-2. The resistance and the self inductance of coil-2 are 0.8 and 80 mH, respectively. Coil-2 is connected to an inductive load of 30 in series with a 20-mH inductance. If the rms value of the impressed Problems 5000⁰ V 102 ww 3352 voo -ì, мее j10 Ω, Figure P2.27 Circuit for Problem 2.27. j10 52 40 2 -j3Q M16 HE 10 2 133 150/30⁰V
Transcribed Image Text:2.27. For the magnetically coupled circuit shown in Figure P2.27, find the branch currents and the power supplied by each source 2.28. For the magnetically coupled circuit given in Figure P2.28, determine (a) the current through each coil, (b) the voltage drop across each coil, and (c) the power supplied by the source. 2.29. Determine (a) the current in each branch, (b) the voltage drop across each coil, and (c) the average power supplied by the source if the coefficient of coupling between the two coils in Figure P2.29 is 0.8. 2.30. Coil-1 with a resistance of 0.2 and a self inductance of 20 mH is tightly (k = 1) coupled to coil-2. The resistance and the self inductance of coil-2 are 0.8 and 80 mH, respectively. Coil-2 is connected to an inductive load of 30 in series with a 20-mH inductance. If the rms value of the impressed Problems 5000⁰ V 102 ww 3352 voo -ì, мее j10 Ω, Figure P2.27 Circuit for Problem 2.27. j10 52 40 2 -j3Q M16 HE 10 2 133 150/30⁰V
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