Consider a system with the one$-$line diagram shown in Figure E$5\mathrm{.}14($a$).$ The threephase transformer nameplate ratings are listed. The transformer reactances are given in percent; $10\%=0\mathrm{.}1p.u.$ The transmission line and load impedances are in actual ohms. The generator terminal voltage $($magnitude$)$ is $13\mathrm{.}2$ kV $($line$-$line$).$ Find the

Section Power, MVA Voltage, kV$,2$ dec Impedance, $,2$dec Current, $A,0$dec

$\backslash$table$[[1,10],[2,10],[3,10]]$

$3,10$

Table $1-$ Table of Base Quantities for $3$ sections of Figure $1$

$10-$ Write the generator voltage, in pu $(2$ decimals$)$

$11-$ Write the transformer $1$ reactance X in pu$,(2$ decimals$)$

$12-$ Write the transformer $2$ reactance X in pu$,(2$ decimals$)$

$13-$ Write the transmission line resistance in pu$,(2$ decimals$)$

$14-$ Write the transmission line reactance in pu$,(2$ decimals$)$

$15-$ Write the load resistance I pu$,(3$ decimals$)q,$

$16-$ Write the mesh current magnitude in pu$,(2$ decimals$)$

$17-$ Write the mesh current angle in degrees, $(1$ decimal$)$

$20-$ Write the Section $3$ current magnitude in Amps, $(0$ decimals$)$

$21-$ Write the per$-$unit magnitude of the short circuit current at bus N$,(2$ decimals$)$

$22-$ Write the magnitude of the short circuit current in Amps, at bus N$,(2$ decimals$)$

$23-$ Write the three phase short circuit power in MVA at bus N$,(2$ decimals$)$

$24-$ Write the magnitude of the load voltage in pu$,(3$ decimals$)$