Consider a lossy transmission line with V1 and V2 as the sending and receiving end voltages, respectively. Z and X are the series impedance and reactance of the line, respectively. The steady-state stability limit for the transmission line will be

equal to \(\left| {\frac{{{V_1}{V_2}}}{X}} \right|\)

greater than \(\left| {\frac{{{V_{1{V_2}}}}}{X}} \right|\)

less than \(\left| {\frac{{{V_1}{V_2}}}{X}} \right|\)

equal to \(\left| {\frac{{{V_1}{V_2}}}{Z}} \right|\)

Consider a lossy transmission line with V1 and V2 as the sending and r

1.	Consider a lossy transmission line with V1 and V2 as the sending and receiving end voltages, respectively. Z and X are the series impedance and reactance of the line, respectively. The steady-state stability limit for the transmission line will be
A.	greater than \(\left\| {\frac{{{V_{1{V_2}}}}}{X}} \right\|\)
B.	less than \(\left\| {\frac{{{V_1}{V_2}}}{X}} \right\|\)
C.	equal to \(\left\| {\frac{{{V_1}{V_2}}}{X}} \right\|\)
D.	equal to \(\left\| {\frac{{{V_1}{V_2}}}{Z}} \right\|\)
Answer» C. equal to \(\left\| {\frac{{{V_1}{V_2}}}{X}} \right\|\)

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Consider a lossy transmission line with V1 and V2 as the sending and receiving end voltages, respectively. Z and X are the series impedance and reactance of the line, respectively. The steady-state stability limit for the transmission line will be

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