GIVEN THE ANSWERS (YELLOW HIGHLIGHT) PLEASE SHOW THE SOLUTION Four simple curves (CURVE 1 CURVE 2 CURVE 3 are connected to form the highway curves CURVE 2 formed a compound curve with CURVE 1 CURVE 2 also formed a reverse curve with CURVE 3 The common tangent of the compound curve is parallel to its long chord The reverse curve has parallel tangents CURVE 1 Radius = 800 meter s CURVE 1 Long Chord =170 meters CURVE 1 Stationing of PI 9 + 578.40 CURVE 2 Radius = 520 meters CURVE 2 Long Chord = 135 meters CURVE 3 Radius = 750 meters CURVE 3 Long Chord = 221 meters

Q: Find Z1, 2, and Z3 L1, L2 and L3 Station on beginning and end of each curve Pl station=80+00.0 Z3 Z1…

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Q: ersects the curve highway route BC as shown in the figure. Distances on he route are measured along…

A: According to given data  A straight railroad AL intersects the curve highway route BC as shown in…

Q: True or false In the design of roads and highways, the stationing of EVC is equal to stationing…

A: The statement is True Explaination:  SINCE , PVI - 1/2L =STAT  BVC                PVI + 1/2L =STAT…

Q: 2. The tangent lines of a simple curve have azimuths 300° and bearing N 04° E, respectively. A third…

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Q: The PI of a highway is located in a lake at point C. Stations A and B are selected to replace the…

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Q: ve. G₁ = -4%; G₂ = +2% Sta. P = 5 +850; Elev. P = 200 m Sta. BVC = 5 + 680; Elev. BVC = 205 m 67 m,…

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Q: Find the length of the common radius (in meters), of the curve given three lines that is to be…

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Q: Two lines XV and YV intersect at an inaccessible point V. Two points A and B are selected on lines…

A: *Multiple Sub- parts*As per our company guidelines, we are supposed to answer only the first 3…

Q: A portion of a proposed highway extension project in the form of a compound circular curve is to be…

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Q: The length of a simple curve having a degree of curve of 5° is equal to 130 m. If the stationing of…

A: NOTE : Since you have posted a question with multiple sub-parts, we will solve the first three…

Q: CIVEN LINES AB, BC, CD AS SHOWN THE TABULATED DESIGN. A REVERCE IN CURVE WITH A CommON RADIUS TO…

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Q: B (PI) (N: 6000, E: 8000) PC A (N: 4000, E: 4000, St: 10 + 00) C(N: 3800, E: 13000) R= 1050 m Given…

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Q: Determine station C,Find the stationing at the point of intersection “P” of the railroad and the…

A: Answer  Calculation of the station C We know that Station at C = Station at B + Length of curve…

Q: Given the following information for a simple spiraled curve: o = 35°00'00" o Da = 3°45'00" o Ls =…

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Q: Q2/A: Locate the centroid (X, Y) coordinates of the shaded area between the two curves in figure.…

A: Two curves intersects to form a shape.Curve 1: Curve2: To determine the centroid of the area of the…

Q: Compute the distance (in meter, along the curve) from P.C. to P.T. of the compound curve given: I, =…

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Q: Same situation as provided in the question in the image shared. Suppose the spiral curve is…

A: Given data: Length of the spiral curve=230 ft Normal crown rate = 2.5% Design Speed, V = 50 mph…

Q: Solve and show solution for: DD, Lc, LC, T, 0₁ and 02, Deflection angles, Chord lengths, Ys and Xs,…

A: A curve which starts and ends at the same point without crossing itself is called a simple closed…

Q: essary ngir of line AC is 150 m and that of BC is 230 m. If the perpendicular distance of AB to C is…

A: To find length of AB

Q: Employ the N-R method to solve 2x³ – 6x² + 6x – 1 = 0 to 4 decimal places Select the correct…

A: this question is asking about newton rapson method question of a algebric equation.

Q: SIMPLE CURVE BEARING OF Point of Curvature - V = N 60° E BEARING OF V - Point of Tangency = S 70° E…

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Q: Show illustrations

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Q: a. Station of PCC b. Total length of the compound curve (LCC) c. Station of PT

A: Given: The azimuths of the first, middle and last tangent is given as: θ1=172°θ2=190°θ3=202° The…

Q: QUESTION 8 In a railroad layout, the centerline of two parallel tracks are connected with a reversed…

A: Given a railroad layout central angle of the first curve =180 Distance between parallel tracks =37.6…

Q: The angle of intersection of the tangents. The tangent length of the curve. The length of the curve.

A: As per the guidelines of Bartleby we are supposed to answer only the first three sub-parts of the…

Q: A -1.10% grade meets a +0.60% grade at station 36+00 and elevation 800.00 ft. The +0.60 grade then…

A: Grade, g1 = +2.40Grade, g2 = +0.60Elevation = 800.00 ft

Q: Plot the traverse listed below: Line AzimuthS АВ 225 degrees ВС 225 degrees CD 301 degrees DE 301…

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Q: A railroad curve has De = 5°00', I = 27°00', and PI station = 37+45.00 ft. Use the chord definition…

A: Degree of the curve, Dc = 5o Deflection angle, I = 27o PI station = 37+45 ft

Q: The figure below shows A simple horizontal curve of 5° curvature. Using the values in the figure.…

A: Length of Curve  Station of PI Station of PT

Q: Which of the following is not a special curve combination that can be implemented into the…

A: Option 4 is correct  Spiral curve spiral

Q: 3.Given the following elements of a typical compound curve: Angle of intersection (11) = 21°20'…

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Q: Q/ on the (+ profile) vertical vertical curve. The table below represents the reading of the ruler…

A: Station back sight Intermediate sight Fore sight height of instrument  elevation Remark 0+00 4.365…

Q: fter a backsight on the PC with 0°00' set on the instrument, what is the deflection angle to the…

A: A backsight on the PC with 0.00' set on the instrument.To find:The deflection angle from the curve…

Q: Make a list of procedure on how to solve a horizontal curve (simple and compounded curve).

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Q: Derive the following elements of a simple circular horizontal curve completely based on the figure…

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Q: A simple curve has an l= 38° 12' and D= 7° 00'. Calculate the equivalent external distance and…

A: Solution Given intersection angle I=38°12'so deflection angle will be 180-I=141.8°degree of the…

Q: Given the following elements of a typical compound curve: Angle of intersection (I1) = 21°20'…

A: Given Angle of intersection (I1) = 21°20' Angle of intersection (I2) = 30°02' Degree of 1 curve (D1)…

Q: X Compute the area bounded by the polygon A, B, C, D, E, F and the circular segment area bounded by…

A: Pointx, fty, ftA500500B1000600C15001100D13002000E7001800F3001000Angle theta =47o

Q: e the tangent dis e the degree of c ationing of noint

A: This problem is Related to Surveying Engineering , Simple Curve . In this problem we solve by…

Q: Adjust the given traverse by Transit Rule. Express all values up to 3 decimal places if greater than…

A: Data given: Line Distance Latitude Departure EF 57 36 44.193 FG 35 -14.329 31.933 GH 69…

Q: The tangents of a simple curve have bearings of N 21° E and N 72° E, respectively. The degree of the…

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Q: Two tangents making an angle of 62 ̊from each other is connected by a simple curve. A pint X on the…

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Q: Four simple curves (CURVE 1 CURVE 2 CURVE 3 are connected to form the highway curves CURVE 2 formed…

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Highway Surveys and Location

Surveying is an operation in the civil engineering domain that requires collecting and identifying data regarding an area of land and topography. The data that is collected can be helped to plan and undertake the construction process. Civil engineers perform surveys to gather three-dimensional information regarding a particular area. Engineers specify several points on the surface of the earth and relationship between points, and the distance and angles between the points are evaluated. The data from this evaluation guides in drawing plans regarding buildings and structures.