Please use the variable sheet uploaded and get,

$[$ V $1=$Var $1$V$,$ V $2=$Var $2$V$,$ R$\_$s$=$Var $3$ k $\backslash$Omega $,$ R$\_$E$=$Var $4$ k $\backslash$Omega $,$; R$\_$C$=$Var $5$ k $\backslash$Omega $,$ R$\_$L$=$Var $6$ k $\backslash$Omega $]$

For the given system, Var$18\mathrm{.}00$ E$+00$

Var$2-2\mathrm{.}20$ E$+01$

Var$31\mathrm{.}10$ E$-01$

Var$43\mathrm{.}70$ E$+00$

Var$54\mathrm{.}70$ E$+00$

Var$65\mathrm{.}64$ E$+00$ a b c d e f

Q $15\mathrm{.}17$ E$+026\mathrm{.}28$ E$+027\mathrm{.}51$ E$+023\mathrm{.}57$ E$+023\mathrm{.}19$ E$+02$

a b c d e f

Q $21\mathrm{.}31$ E$+019\mathrm{.}36$ E$+006\mathrm{.}16$ E$+001\mathrm{.}05$ E$+011\mathrm{.}24$ E$+01$

a b c d e f

Q $35\mathrm{.}06$ E$+034\mathrm{.}64$ E$+035\mathrm{.}47$ E$+034\mathrm{.}70$ E$+034\mathrm{.}37$ E$+03$

a b c d e f

Q $41\mathrm{.}95$ E$+022\mathrm{.}70$ E$+024\mathrm{.}45$ E$+022\mathrm{.}20$ E$+021\mathrm{.}80$ E$+02$

a b c d e f

Q $52\mathrm{.}07$ E$+012\mathrm{.}28$ E$+012\mathrm{.}37$ E$+011\mathrm{.}47$ E$+011\mathrm{.}84$ E$+01$