Given the following values for the intersection angle $($I$)$ and the degree of

curvature, using the arc definition, $($D a $)$ for a simple circular curve.

I$=25$deg $34$

Da $=2$deg $15$

StaPI $=37+53\mathrm{.}21$

R $=776\mathrm{.}16$m

T $=176\mathrm{.}05$m

E $=19\mathrm{.}17$m

LC $=343\mathrm{.}48$m

M $=19\mathrm{.}24$m

L $=346\mathrm{.}35$m

Compute and list the nominal length, deflection angles, and true chord

lengths that would be required for staking full stations for the curve. Assume that

the instrument is setup on the TC$.$