X1 X2 R1 R2 When a AC voltage Source with RMS Value 100 Volt was applied to Coil 1, the current value was 14.142135623731 Amp. dissipated was 1000 Watt. When the same source is applied to Coil 2, the current is 17.677669529664 Amp and the powe is 1250 Watt. Reactance in Coil 1 = j Ohm Reactance in Coil 2 = j Ohm When both coils are connected in series, the magnitude of current drawn from the voltage source is Amp When both coils are connected in series, the phase angle difference between the voltage source and the current drawn is Degrees When both coils are connected in series, the total reactive power supplied by the source is all ll

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Time left 0:52=
X1
X2
R1
R2
When a AC voltage Source with RMS Value 100 Volt was applied to Coil 1, the current value was 14.142135623731 Amp. and the powe
dissipated was 1000 Watt. When the same source is applied to Coil 2, the current is 17.677669529664 Amp and the power dissipated
is 1250 Watt.
Reactance in Coil 1 =j
Ohm
Reactance in Coil 2 = j
Ohm
When both coils are connected in series, the magnitude of current drawn from the voltage source is
Amp
When both coils are connected in series, the phase angle difference between the voltage source and the current drawn is
Degrees
When both coils are connected in series, the total reactive power supplied by the source is
VAR
ll
ll
Transcribed Image Text:Time left 0:52= X1 X2 R1 R2 When a AC voltage Source with RMS Value 100 Volt was applied to Coil 1, the current value was 14.142135623731 Amp. and the powe dissipated was 1000 Watt. When the same source is applied to Coil 2, the current is 17.677669529664 Amp and the power dissipated is 1250 Watt. Reactance in Coil 1 =j Ohm Reactance in Coil 2 = j Ohm When both coils are connected in series, the magnitude of current drawn from the voltage source is Amp When both coils are connected in series, the phase angle difference between the voltage source and the current drawn is Degrees When both coils are connected in series, the total reactive power supplied by the source is VAR ll ll
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