What is the length of long chord for the horizontal curve shown in the sketch below? A= 32° 04' 50" R= 2000.00' Not to Scale Select the correct response: 1118.58 m 1,105.25 ft 1105.25 m 1118.58 ft

Q: 5] A line was found to be a 10.50% slope and was measured to be 3500.55 ft long. What is the…

A:

Q: From a point outside an equilateral triangle, the distances to the vertices are 10 m, 18 m and 10 m,…

A: The length of one side of triangle,

Q: Item 3 A highway survey PI falls in a pond, so a cut off line AB= 275.21 ft is run between the…

A:

Q: What is the distance which makes curvature ? error 0.31 m

A: Applying the curvature

Q: <Homework: Horizontal Curves Assignment Problem 24.15 For a highway curve with Da = 5°00', I =…

A: As per Bartleby's guidelines we are supposed to answer only first question. Kindly repost other…

Q: QUESTION 3 Given the following, solve for the tangent distance: • D=5" • 1 = 50.924 NOTE: Solution…

A: Given data,  D = 5° I = 50.924°

Q: Example : The following bearing of the lines observed for closed tränverse ABCDA with the surveyor…

A:

Q: III. The parts of a spherical triangle are A = 59°, B = 132°, C = 90°, c = 122°, a = 46° or 134º, b…

A:

Q: Situation 3: Given PI @ 32 + 43, "I" angle =7° 29', Degree of Curvature = 9°. Compute Length of…

A:

Q: In segment 2 of the second figure, is it not a semicircular arc? and how will you know if it is a…

A: Data Given: Asked: Difference between Semicircle and Semicircular arc

Q: determine the bearing of CD and DA determine the length of line CA

A:

Q: 1. Given are the stations and elevations of a proposed symmetrical parabolic highway curve. POINT A…

A: Stations and elevations of a proposed symmetrical parabolic highway curve are given, It has been…

Q: The unrolled lateral area of a right circular cone is similar to a ___. a. Sector of a circle where…

A: The development surface of the right circular cone of lateral height l  and base perimeter s is the…

Q: A canal having side slopes 1: 1 is proposed to be constructed in a cohesive soil to a depth of 10 m…

A:

Q: calculate the linear misclosve

A: Fore bearing is the bearing of a given line in the direction of survey and back bearing is the…

Q: 1) For the given section shown: a) determine the area of the shaded portion ABCD; b) determine the…

A:

Q: The measured slope distance of a line was 882.50 m. The following table shows the slopes for the…

A: It is required to determine the correction for slope. Here, a is the slope angle, and L is the…

Q: Vertical angle = 32-17-40 %3D Slope distance = 106.15' Choose the answer that shows the horizontal…

A:

Q: What is the numerical value of the slope of vertical tangent line?

A: Slope of a line represents the rise and fall of a line and also tells about the steepness of line.

Q: Course Bearing AB S 18 5 W BC 7.1S.80 S CD N 23 W DA

A:

Q: Determine the safe live load that the slab could carry if it has a simple span of 3m, fc' = 21MPa,…

A: Unit weight of concrete = 23.5 kN/m3 Dead load wd=γcbh=23.510.175=4.1125kNm Effective depth:…

Q: Plot the traverse listed below: Line AzimuthS AB 218 degrees ВС 218 degrees CD 304 degrees DE 304…

A:

Q: A steel built-up section is made by 3-W760 x 314 steel sections as shown in the figure. Typical…

A: It is constructed from using the three symmetrical I sections.  The I sections used to construct…

Q: Q2: From the following excerpt of field notes, plot the cross section on graph paper and superimpose…

A: We have to determine the area by coordinate method as per the given data like slope 3:1 and subgrade…

Q: 1. PROBLEM 1. A lot in the form of a convex polygon has the following technical description. The…

A: Given, Line                 length                        bearing  AB                   525.36…

Q: GIVEN THE DATA OF A VERTICAL CURVE BELOW, FIND EE' L = 200 g1 = -1.5% g2 = +2.5%

A:

Q: Problem 3 Tangent segments intersect at station 25+15. The azimuth between the PC and the PI is 42…

A:

Q: Find the are circle

A:

Q: Plot the streamlines for the following equations passing from the given points . Use the chart type…

A:

Q: Make a comparisson for the curve used in railroads and the curve used in roads and highways with…

A: Their are various types of curves used in roadways but few are important for geometric design…

Q: 1. Given are the stations and elevations of a proposed symmetrical parabolic highway curve. POINT…

A: Given data: Stations and Elevation at points of a proposed symmetrical parabolic highway curve,…

Q: In the segment 2, is it not considered a semicircular arc? since the point of the radius comes from…

A: Data Given: Asked: Difference between Semicircle and Semicircular arc

Q: Problem 1. Determine Xg and Yg LAST DIGIT OF YOUR STUDENT NO. USE DIMENSION DIMENSION FOR WIDE FOR…

A:

Q: Draw the 1ft contour lines across the 2-lane road with 12ft lanes and 5ft wide shoulders. The…

A: Longitudenal slope= 5%cross slope=3% accross pavement                      =3% accross…

Q: what is the following: (in meters) 1. Length AB 2. Length BC 3. Length CD 4. Length DE

A:

Q: 24: It is required to construct a road with b=10m width and 1:2 side slope. The reduced level the…

A: GIVEN

Q: Given the following data on the table. Fill up the needed data. Balance the traverse by transit…

A:

Q: What are longitudinal profiles and transverse profiles? And how can we do each of them manually?

A: Longitudinal profile: the longitudinal profile involves the uplift side along with the route, the…

Q: In which of the formula do I need to use for this problem?

A: This question is attached to existing question on Bartleby which is already solved. So i answered…

Control Survey and Geodetic reductions

Control surveys or survey controls are used to establish reference points as a basis for various construction activities. Vertical and horizontal control points are to be established in a control survey to increase accuracy. After establishing the control points, all other types of surveys such as topographic, right-of-way, aerial mapping, construction layout, boundary surveys, and utility mapping can be worked upon so that control networks can be formed. The place from which the observations are made is called a survey station.