A three phase generator rated at$200$MVA at $13\mathrm{.}2$kV is supplying a load at rated voltage and load of $100$MVA at a power factor of $1$ via a $13\mathrm{.}2$kV$($Delta$)/220$kV$($Wye$)$ transformer $($voltages are line$-$line, winding configuration is Delta$-$Wye$)$ with an equivalent transformer reactance of Xeq$=0\mathrm{.}5$ Ohms.$$ Neglecting excitation, find:

$1.$ Load Current $($Rated load voltage is rating of secondary winding of transformer$).(10)$

$2.$ Generator Voltage $(10)$

$3.$ Power generated by the machine $($S$=$P$+$jQ$)(5)$

$4.$ Neglect the phase shift in the transformer $-$ do you still get the same voltage magnitude of the generator and power rating of the generator?$$ What does this tell you? $(5)$