Design the horizontal alignment two streets that intersect with an angle of deflection of $23\mathrm{.}45$ degrees. The radius needs to be $1,612\mathrm{.}40$ feet and the superelevation rate $3\mathrm{.}55\%.$ Determine the maximum design speed, tangent and length of the curve, and the stations of the horizontal points of curvature. Begin at STA $10+00$ at the point of intersection $($PI$).$

Answers:

Speed $(mph)=$

Tangent $=$

Length $=$

PC STA $=$

PT STA $=$