6. The intersection angle of a 4.775° curve is 48 degrees. The Point of Curve is at station (943+33.05). Determine the radius and length of the curve, and the deflection angles and the chord lengths from the Point of Curve to full stations for laying out the curve.

Q: Two tangents intersect at a chainage 50.60 (50 chains + 60 links). The deflection angle being 61°.…

A: Given data:Chainage of point of Intersection (PI) = 50.60 chains  PI= 50.60× 20 = 1012 m  Deflection…

Q: Vertical Curve 4.) The same section of road is also on a vertical curve. Where L= 200 G1 = 2% and G2…

A:

Q: A simple curve has a central angle 40°. The stationing at the point of curvature is equal to 10 +…

A: T = R tan∆2 Find R L = 2R Sin ∆2 80 = 2 R Sin 402  R = 116.95 m T = 116.95 * tan (402)  T = 42.57 m…

Q: Horizontal highway curve: Given Pl at 10 + 71.78, A = 36°10'30", and R = 1,150 ft, compute the…

A: Given Radius 1150 ftAngle 36°10`30``To find out Deflections

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: Find the length of curve and the station at PT if the degree of curve is 5° and the central angle is…

A: Radius (R) : For 20m chain R=1145.9D D is the degree of curve  D=5° R=1145.95 R=229.18 m Radius of…

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

A:

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