6. A circular curve to the right has a bearing of North 45 degrees East from the PC to the Pl. Calculate the Tangent, Arc Length, Chord Length, Bearing from the PI to the PT, Chord Bearing, and degree of curvature (Arc Definition) if the curve has a Delta of 22 degrees 10 minutes and a Radius of 500.00 feet

Q: Show complete solution and provide an illustration. Thank you!

A: Given:- long chord distancefrom PC to PT of reversecurve=180m To find:- a) perpendicular distance…

Q: A horizontal curve is defined by two tangents. Tangent AB has a bearing of N 77° E, and tangent BC…

A:

Q: wo straight tangents of a two-line highway intersect at point B. The tangents have azmuths of 270…

A: azmuths- 2700 and 1100  Radius - 7300 ft To find - a)the tangent lengths b)the length of curve c) PI…

Q: Calculate the radius of the simple curve when the offset distance of the simple curve from P.T. to…

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Q: #9dmul jabutz STAPI=135+ 76.45 4. There is a curve with a Back Tangent with a bearing of S 30° E and…

A: Bearing of back tangent = S30oE Bearing of forward tangent = S85oE Degree of curve, D = 10o

Q: A simple horizont tangents that intersect at an angle of 66°30'. Compute the parts of the curve,…

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Q: The offset distance of a simple curve from the PT to the tangent line passing through PC is equal to…

A:

Q: How much is the strike separation (i.e., line AB on the map)? Scale: 18mm = 100m 82m 181m 67m 24m O…

A: AB = 32 mm

Curve setting

A curve is a turn that is provided horizontally or vertically in the design of highways, railways, and runways. A curve connects two straight lines that are separated by the deflection angle. It helps to change the direction and alignment of the highways, railway tracks, and runways. Therefore, the gradual change in their alignment is made by using a curve to provide comfort to the passengers and this also provides an easy turn to change the direction of the moving vehicle.