Given the following information for a simple spiraled curve I = 18°00'00" Da = 7°00'00" Ls = 600 feet T.S. Sta 43+00 Assuming the throw distance, o, is 18.24 ft and Xo = 298.66 ft. Compute the tangent length, Ts, of the simple spiral curve, in feet.

Q: The equation station at the PT is:

A:

Q: Given a simple circular curve, in feet, with the following known information: o | = 45°20'15" o Da =…

A: Radius of the curve is given by below formula ; R = 5729.58Da Where ; Da = 5°00'00'' R =…

Q: Given the following information for a simple spiraled curve              I   = 18°00’00”…

A: Given Data:I=18°Da=7°Ls=600feetT.S= sta 43+00Through dist= 18.24ftXo=298.66ft

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Q: Given the following information for a simple spiraled curve: o = 38°00'00" o Da = 4°30'00" o Ls 800…

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A:

Q: The tangents of a simple curve have bearings of N75°12'E and S78°36' Respectively.What is the…

A: Given data: bearing of station A = N75o12'E bearing of station B = S78o36'E Schematic diagram of the…

Q: Given the following information for a simple spiraled curve: o = 38°00'00" o Da = 4°30'00" o Ls 800…

A: Length of throw, Angle of intersection, Degree of curve, Length of spiral,  TS station = 35+00To…

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