lations & Drawings QI/ Connect the tangents shown in the fig. with simple circular curve and determine L, R,T,M depending on the following data: Use degree of curvature = 2.0°, design speed = 80km/hr ,f=0.12, F= 0.3 P.I 500

Q: You have designed a 500 ft long simple horizontal curve that has an intersection angle of 45…

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

A: Given data, Offset distance = 80 m Central angle ∆ = 40° PC station = 10.060 Tangent distance = ?

Q: Problem #6 A reverse horizontal curve is composed of 2 circular curves. The end of curve 1 is the…

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Q: Problem #5 A compound horizontal curve is composed of 2 circular curves. The end of curve 1 is the…

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Q: The point of intersection (P.I ) of two tangent lines is station 11 000 + 66 . The following data…

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Q: Problem #2 A 68-ft wide road with 4:1 side slopes has a cross-section described by the following…

A: Given: x1 x2 x3 x4 x5 x6 x7 x1 3.75 3.80 6.22 4.05 4.10 5.61 3.25 3.75 y1 y2 y3 y4 y5 y6 y7…

Q: A horizontal curve has a design speed of 50 mph. If e = 0.10 and f = 0.16, find the degree of curve.…

A: Given -  Design speed (v) = 50 Mph  superelevation (e) = 0.10  friction coefficient (f) = 0.16 Find…

Q: A simple curve has a central angle of 36° and a degree of curve of 6°: a. Find the nearest distance…

A: Central angle = deflection angle ,∆=36°Degree of curve , D=6°Station of PC=10+020

Q: Given a design speed of 80 kph, grades G₁ = +2%; G₂ = -2%, determine the required length of the…

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Q: PROBLEM 6: Two parallel tangents 20m apart are connected by a reversed curve. The chord length from…

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Q: 36. What is the chord length (ft) from the PC to the PT?

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Q: A grade line having a slope of 5% intersect another grade line BC having a slope of -3% at vertex…

A: Given Data: g1=5%g2=-3%PC=95mPT=97 mLength of curve=200 mIt is asked to find elevation at quarter…

Q: The perpendicular distance between two parallel tangents is equal to 8m, central angle equal to 8°…

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Q: Determine the P.C. (Point of Curve) and P.T. (Point of Tangent) for the horizontal curve using the…

A: Since the question of curve and we have to find point of curve and point of tangent from the given…

Q: Q1// Connect the tangents shown in the fig. with simple circular curve and determine L, R, T, M…

A: To Determine Length of chord L, Radius of curve R Tangent length T, Middle ordinate, M

Q: A tangent with a bearing of N 56° 48' 20" E meets another tangent with a bearing E meets another…

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Q: 3. In laying out a simple curve using deflection angle method, given are: D = 10.50 (deg), I = 55…

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Q: A designer wishes to keep utilizing the Normal Cross Section for the hole Curve distance Cross…

A: Given that  Cross slope=2%and I = 600

Q: A compound curve laid on their tangents has the following data shown below. PI 1 is at 6 + 425.82. I…

A: PI1 = Point of intersection of first curve = 6 + 425.82I1 = Deflection angle of first curve = 22°D1…

Q: Help me in making 1 problem for simple and compound curve. WRITE ON CLEAN PAPER. THANKS!   for…

A: It is asked to create the problem of your own to better understand the concept of simple curve and…

Q: solve the compund curve table only asap plsss

A: Answer  Calculation of Length of common tangent We know that Length of common tangent (AB) is given…

Q: Seatwork. A simple curve is to be laid out by deflection angle method with the following field data:…

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Q: Problem 2. A horizontal curve is being designed for a two-lane highway (12-ft lanes). The PC is at…

A: Central angle= 40 degree  Station of PC= 1200+50

Q: GIVEN: The bearings of two tangents are S15°20'E and N23°17'E. If the degree of curve is 20° for a…

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Q: Calculate for the designed and minimum radius of the curve if the sight distance is 105 m, e = 6%, V…

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Q: 33° 60' E =10.22 m PT PI R. PC R

A: solution given angle of intersection I =33°60'=34° ( we know 1° =60')external distance E = 10.22m

Q: answer as soon as possibl

A: Given I=180-94°30'=85°30'E=Rsec(I2)-R32.3=R[1cos85°30'2-1]R=89.2759R=89.276 m

Q: You have designed a 500 ft long simple horizontal curve that has an intersection angle of 45…

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Q: Highway curve has R = 1000 ft, I = 25°00', and Pl station = 26 + 40.00 ft. Part A Determine degree…

A: R = 1000 ft I = 25o00'We have to find-(A) Determine degree of curvature Da of the curve.(B)…

Q: A simple curve have tangents AB and BC intersecting at a common point B. AB has an azimuth of 180°…

A: Given:- I=Angle of intersection=230o-1800Degree of curve=4oRadius=17194=429.5 m

Q: Q2/ Two parallel tangents of two roads connected by a reverse circular curve R1=5C deflection angle…

A: Given: Radius of first curve, R1 = 500Deflection angle, ∆ = 13oChord length of second curve, C2 =…

Q: Make your own 1 problem for the simple and compound curve with a solution on how you answer. Write…

A: Given,  there Are two different questions posted in a single picture. one is related to simple curve…

Q: T2 B. Figure 10.7 Example: Given: 28 + 63-2 (figure 10,7). Determine tangent length, curve length,…

A: Radius(R)=1000 ft β=75°

Q: 3. The bearings of the tangents of a simple curve are S5°50'E and S34°18'E, and its radius is 290 m.…

A: Data given R = 290 m Tangent , S 50 50' E                S 340 18'E Find:

Q: answer question 29 only

A: From Given Data :  Length of curve = 500 ft Intersection angle = 45° PC station  = 6 + 30 ft To…

Q: You have designed a 500 ft long simple horizontal curve that has an intersection angle of 45…

A: Given: Length of curve = 500 ft  Angle = 45° Required: Degree of curvature.

Q: - A simple horizontal curve of radius 750 ft conne that intersect at an angle of 66°30'. Co tangents

A: Given I=66°30'R=750Length=L=πRI180L=π(750)(66°30')180L=870.48Length of…

Q: Problem 3: The angle of intersection of a simple curve is l=53.13 ° and the length of curve is…

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Q: Compute the area shown (in ft2 )if the units given are in ft. Use the most appropriate method for…

A: Finding area by using trapezoidal formula…

Q: PT R Right triangle ОРО Curve to pass through point P Given: distance and angle from PI to P T-X 70°…

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Q: The tangents of a simple curve have bearings of N 20° E and N 80° E. respectively. The radius of the…

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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.