The length of the curve on the side of the back tangent of an unsymmetrical parabolic curve is 80 m and that of the side of the forward tangent is 100 m. If the forward tangent has a slope of -5% and the back tangent of 6%. Compute the elevation of the curve at the maximum point if P.I is at sta. 0 + 100 whose elevation is 120.35 m. a. 110.67 m b. 117.91 m c. 131.23 m d. 114.56 m

Q: The azimuth from south of the tangent from PC to Pl is 223 degrees and PI to PT is 323 degrees. The…

A: Given data, PC=223°-azimuth PI-PT=323° Central angle=41° Distance,V1-V2=490.1 m…

Q: (CE 2015). A slmple curve having a radius of 200 meters having a tangent with bearing N 10 deg E and…

A:

Q: A simple curve has a back tangent with an azimuth of 200° from PC. The forward tangent has an…

A:

Q: 6. A compound curve has a central angle of the first curve equal to 40° and a radius of 280m. while…

A: R1 = 280m D2 = 5NOTE : As per guidelines, first question is solved. Request you to post remaining…

Q: The azimuth of the tangents of the simple curve is 505 degrees and 776 degrees respectively. The…

A:

Q: A compound curve connects three tangents having an azimuths of 250°, 270 ° and 290° respectively.…

A: The given data is: The azimuths are 250°, 270 °, and 290° The length of the chord=340m