Problem $2$

Only Need E$,$F$,$G$!$ Thank you!

The PI of two tangents of a highway is located in a lake. Station A and B are selected to replace the inaccessible PI$.$

$($a$)$ What is the radius of the circular curve between the PC and PT$?$

$($b$)$ What is the degree of the curve?

$($c$)$ What is the length of the curve?

$($d$)$ What is the station of the PT$?$

$($e$)$ If the instrument is at the PC$,$ what deflection angle should be used to locate staking station $116+00$ on the curve?

$($f$)$ If the instrument is at the PC$,$ what deflection angle should be used to locate staking station $117+00$ on the curve?

$($g$)$ If the instrument is at station $116+00,$ what deflection angle should be used to locate staking station $118+00$ on the curve?