A $250-Km$ single circuit $3\frac{O}{?}$ transposed TL is composed of $3$ conductors per phase, with configuration as shown below. The self$-$geometric mean distance for the selected and their diameter is $2\mathrm{.}9$ cm $.$ The distance between any $2$ bundled conductors is $40$ cm $.$

The Geometric Mean Distance $($GMD$)$ for the selected TL: m $($P$.$S: Use $5-$digits precision$)$

The Inductance Geometric Mean Radius $(GM{R}_L)$ for the selected TL: $q,$ cm $($P$.$S: Use $5-$digits precision$)$

The Capacitance Geometric Mean Radius $($GMRC$)$ for the selected TL: $$ cm $($P$.$S: Use $5-$digits precision$)$

The Inductance per phase for the selected TL: $m\frac{h}{K}m($P$.$S: Use $5-$digits precision$)$

The Capacitance per phase for the selected TL: $\frac{F}{K}m($P$.$S: Use $5-$digits precision$)$

The total Inductance per phase for the selected TL: $q,$ mh $($P$.$S: Use $5-$digits precision$)$

The total Capacitance per phase for the selected TL: $F($P$.$S: Use $5-$digits precision$)$