A three-phase transmission line of 30 km length feeds a balanced inductive load of power factor cosp2 = The resistance of the line is 0.08 2/km and its inductive reactance is 0.12 2/km. 0.8. The line voltage (between phases) at the receiving end is 15 kV-50Hz when the current in the line is 125 A. Calculate a) The apparent, active and reactive powers of the load. b) The voltage at the sending end of the line. c) The apparent and active powers at the sending end of the line. d) The power factor at the sending end of the line. e) The efficiency of the transmission line.

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A three-phase transmission line of 30 km length feeds a balanced inductive load of power factor cosp2 = 0.8.
The resistance of the line is 0.08 2/km and its inductive reactance is 0.12 2/km.
The line voltage (between phases) at the receiving end is 15 kV-50Hz when the current in the line is 125 A. Calculate:
a) The apparent, active and reactive powers of the load.
b) The voltage at the sending end of the line.
c) The apparent and active powers at the sending end of the line.
d) The power factor at the sending end of the line.
e) The efficiency of the transmission line.
Transcribed Image Text:A three-phase transmission line of 30 km length feeds a balanced inductive load of power factor cosp2 = 0.8. The resistance of the line is 0.08 2/km and its inductive reactance is 0.12 2/km. The line voltage (between phases) at the receiving end is 15 kV-50Hz when the current in the line is 125 A. Calculate: a) The apparent, active and reactive powers of the load. b) The voltage at the sending end of the line. c) The apparent and active powers at the sending end of the line. d) The power factor at the sending end of the line. e) The efficiency of the transmission line.
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