1. For the circuit of Figure 1, a load having an impedance of 28+j162 is fed from a voltage source through a line having an impedance of 2+J4Q. The effective or rms value of the source voltage is 220V. (a) Calculate the load current IL and voltage VL. (b) Calculate the average and reactive power delivered to the load. (c) Calculate the average and reactive power delivered to the line. (d) Calculate the average and reactive power supplied by the source. 20 j42 280 220/0 V (rms) j16n Source- -Line- - Load Figure 1

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1. For the circuit of Figure 1, a load having an impedance of 28+j16N is fed from a voltage
source through a line having an impedance of 2+J4N. The effective or rms value of the
source voltage is 220V.
(a) Calculate the load current IL and voltage VL.
(b) Calculate the average and reactive power delivered to the load.
(c) Calculate the average and reactive power delivered to the line.
(d) Calculate the average and reactive power supplied by the source.
20
j40
280
220/0
V (rms)
j16n
Source -
-Line-
-Load
Figure 1
Transcribed Image Text:1. For the circuit of Figure 1, a load having an impedance of 28+j16N is fed from a voltage source through a line having an impedance of 2+J4N. The effective or rms value of the source voltage is 220V. (a) Calculate the load current IL and voltage VL. (b) Calculate the average and reactive power delivered to the load. (c) Calculate the average and reactive power delivered to the line. (d) Calculate the average and reactive power supplied by the source. 20 j40 280 220/0 V (rms) j16n Source - -Line- -Load Figure 1
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