A $600\mathrm{.}00$ ft radius horizontal curve is fit between two straight tangent lines.The lines intersect at $10+00$ and deflect $55{00}^{\text{'}}.$ What is the radial deflection angle and radial chord at the PC to curve station $9+00?$

$($A$)05{04}^{\text{'}}{10}^{\text{'}\text{'}}$ and $105\mathrm{.}12$ ft

$($B$)10{08}^{\text{'}}{20}^{\text{'}\text{'}}$ and $211\mathrm{.}23$ ft

$($C$)20{16}^{\text{'}}{40}^{\text{'}\text{'}}$ and $422\mathrm{.}46$ ft

$($D$)02{32}^{\text{'}}{05}^{\text{'}\text{'}}$ and $57\mathrm{.}056$ ft