Given L = (A) (R) curve: ( radians) 180 Compute the azimuth from the radius...

 

Transcribed Image Text:

Given L = (A) (R) curve: (π radians) 180° ● Compute the azimuth from the radius point of the horizontal curve to a hydrant. Compute the coordinates for the hydrant. Compute the azimuth and distance from the P.C. to the Hydrant Hydrant: 20.00' right of the curve alignment at station 13+00 Delta Angle = 30° PC Station 10+00N: 10,752.33 E: 19,867.34 (Coordinates of P.C.) PT Station=14+00 ORL=R*A (π/180) and the following plan view of a horizontal Azimuth toward the P.C.: 80° 00'00" Az: 80°00'00" P.C. 다 10+00 P.I. A=30° P.T. з геодет HYDRANT O... 14+00 Given L = (A) (R) curve: (π radians) 180° ● Compute the azimuth from the radius point of the horizontal curve to a hydrant. Compute the coordinates for the hydrant. Compute the azimuth and distance from the P.C. to the Hydrant Hydrant: 20.00' right of the curve alignment at station 13+00 Delta Angle = 30° PC Station 10+00N: 10,752.33 E: 19,867.34 (Coordinates of P.C.) PT Station=14+00 ORL=R*A (π/180) and the following plan view of a horizontal Azimuth toward the P.C.: 80° 00'00" Az: 80°00'00" P.C. 다 10+00 P.I. A=30° P.T. з геодет HYDRANT O... 14+00

Answer rating: 100% (QA)

Given Delta angle 30 Radius R Unknown Station of hydrant 1300 Hydrant is 20 ft right of curve PC sta... View the full answer