1. Find the ABCD constants of a network consisting of a 500-ohm resistor shunted across its sending end, a 1000 ohm resistor shunted across its receiving end and 100 ohms of resistance in series between the sending and receiving end.

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1. Find the ABCD constants of a network
consisting of a 500-ohm resistor shunted across
its sending end, a 1000 ohm resistor shunted
across its receiving end and 100 ohms of
resistance in series between the sending and
receiving end.
2. The A and B constants of a three-phase
transmission line are 0.96/_1.0deg and
100/_80deg ohms, respectively. If the line-to-
line voltages at the sending end and receiving
ends are both 110 kV and the phase angle
between them is 30 deg, fin IR (receiving end
current), the power and power factor of the
load.
3. Find the ABCD constants of the four-terminal
network resulting when a resistance of 10 ohms
is connected in series at the sending end of the
four-terminal network are as follows:
A = 0.96/_0deg
B = 40/_90 deg ohms
C = 0.002945/_90 mho
D = 0.92/_0deg
||
Transcribed Image Text:7:18 AM A O 4G+ ll 79 III. Make sure your work is reagaple will not be accepted. PornHub now Hahahaha daghan nakay ta broskie hahah.YV The same solution and answers will be marked LIKE REPLY ZERO. v. Upload your file in JPEG format only. 1. Find the ABCD constants of a network consisting of a 500-ohm resistor shunted across its sending end, a 1000 ohm resistor shunted across its receiving end and 100 ohms of resistance in series between the sending and receiving end. 2. The A and B constants of a three-phase transmission line are 0.96/_1.0deg and 100/_80deg ohms, respectively. If the line-to- line voltages at the sending end and receiving ends are both 110 kV and the phase angle between them is 30 deg, fin IR (receiving end current), the power and power factor of the load. 3. Find the ABCD constants of the four-terminal network resulting when a resistance of 10 ohms is connected in series at the sending end of the four-terminal network are as follows: A = 0.96/_0deg B = 40/_90 deg ohms C = 0.002945/_90 mho D = 0.92/_0deg ||
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