A balanced positive sequence wye connected $60$ Hz three phase source has line to line voltages of

$208$ Vrms $.$ The source is connected to a balance wye load consisting of a $0\mathrm{.}6$ H inductor in series

with a $25\backslash$Omega resistor. Assume that the phase of the V$\_($an$)$ voltage is zero. Solve for each of the

following.

a$.$ Z load $(,)/(\_())$

b$.$ V$\_($a$-$n$)$:$,<$

c$.$ V$\_($b$-$n$)$ : $()/(\_())$

d$.$ V$\_($c$-$n$)$ : $()/(\_())$

e$.$ I$\_($a$-$A$)$:$\_(-),$L$\_(-)$

f$.$ I$\_($b$-$B$)$Z$,<$

g$.$ I$\_($c$-$C:$),<$

h$.$ P$\_(3-$phase: $)$

i$.$ Q$3-$phase:

j$.,$S$\_(3-$phase: $)$

k$.$ S$\_(3-$phase $)$ :

Power factor of the load: