Problem #$4(8$ points$)$:

a$.$ The intersection angle of simple circular curve is $36.$ Knowing that the radius is $250m,$ full station is $30m,$ and the point of intersection is at station $75+04,$ compute:

Station of $PC=$

Station of PT $=$

Degree of curve $=$

b$.$ For the curve described in part $($a$)$ above, fill in the following table using deflection angle method.

$\backslash$table$[[$Point$,$Station,Li$,$Deflection Angle,Chord length$],[$PC$,,,,],[1^{st}$ fall station,,,,$],[2^{nd}$ fall station,,,,$],[3^{rd}$ fall station,,,,$],[$PT$,,,,]]$