$\backslash$table$[[$f$\_($S$),$kHz$],[1\mathrm{.}80,3\mathrm{.}20],[4\mathrm{.}60,$t$\_($s$)],[\backslash$mu s $,554\mathrm{.}4],[312\mathrm{.}6,217\mathrm{.}6],[$V$\_($R $),$ V$^($RMS$)],[3\mathrm{.}99,4\mathrm{.}01],[4\mathrm{.}01,$I$\_($S$)],[$mA$,39\mathrm{.}9],[40\mathrm{.}1,40\mathrm{.}1],[$V$,$ V$^($RMS$)],[4\mathrm{.}44,4\mathrm{.}35],[4\mathrm{.}67,$t$\_($R$-$S $)],[\backslash$mu s $,+45],[0,-16],[$V$\_($S$)$ angle $-\backslash$theta $,\backslash$deg $],[29\mathrm{.}2,0],[-26\mathrm{.}5,$V$\_($RL $)],[$ V$^($RMS$),4\mathrm{.}43],[4\mathrm{.}82,5\mathrm{.}26],[$t$\_($R$-$RL $),\backslash$mu s $],[-25,-28],[-20,$V$\_($RL $)$ angle $-\backslash$delta $],[\backslash$deg $,-16\mathrm{.}2],[-32\mathrm{.}2,-33\mathrm{.}1],[$V$,$ V$^($RMS$)],[,],[,$V$\_($L$)$ angle $-\backslash$alpha $],[\backslash$deg $,],[,],[$V$\_($c$),$ V$^($RMS$)],[,],[,$V$\_($c$)$ angle $-\backslash$beta $],[\backslash$deg $,],[,],[$Z$,\backslash$Omega $],[111,108],[116,$S$],[$mVA$,],[,],[$Q$,$mVAR$],[,],[,$P$\_($S$)],[$mW$,],[,]]=(($V$\_($R$))/(100))$

b$($V$\_($S$)=$V$\_($R$)+$V$\_($L$)+$V$\_($C$))$ Can you give me the formulas needed to fill this table especially the VC$,$VL$,$ and the angles