SITUATION I: A simple curve has a degree of 6 and the tangent intersects at 42 degrees. What is the radius of the curve? What is the length of the curve? What is the length of the tangent? What is the external distance? What is the length of the long cord? What is the length of the middle ordinate?

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…

A:

Q: W FF 0= 18° 006, AR 0 = 18°

A:

Q: True or False - The minimum length of a vertical curve is the product of the algebraic difference…

A: It’s True. Please refer step 2 for detailed explanation.

Q: A car weighing 7.51 kN travels a parabolic summit curve whose equation is defined as shown. At the…

A:

Q: The perpendicular from a point on a simple curve to a point Q on the tangent at PC is 64 m. If the…

A:

Q: Directions: Answer the following problems. Show your complete solution and draw the necessary…

A: The curve which connects the single arc with two tangents of equal magnitude and radius throughout…

Q: The Uriah Butler Highway connects South Trinidad and Tobago to the north while the Churchill…

A: The Uriah Butler Highway connects south Trinidad and Tobago to the north.The Churchill Rosevelt…

Q: It is defined as the perpendicular distance from the curve to the center of Curvature at that point.…

A: Perpendicular distance from the curve to the center of curvature at that point

Q: SITUATION I: A simple curve has a degree of 6 and the tangent intersects at 42 degrees. .What is the…

A:

Q: 2. Find the area bounded by the following curves: y = x? -4, y = 0, x = 4.

A: As per our guidelines we only solve one part of the question. Kindly resubmit the other part for…

Q: In a railroad layout, the centerlines of two parallel tracks are connected with a reversed curve of…

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

Q: It has been determined that the function f(x) = -12x5 - 6x³ + 10 has zero value between .x₁ = 0 dan…

A: Answer (a) To conclude that point of zero for function f(x) lies between x=0 and x=1 we need to…

Q: Consider a particle that is moving along a straight line such that its position is given by x = t3…

A: Derivative of position with respect to time gives Velocity   Derivative of velocity With respect to…

Q: Two tangents that intersect at an angle of 44°36` are to be connected by a compound curve. The…

A:

Q: T of the Poirnt of intersection is U+550. Express all values up to 3 decimal places. Units are…

A:

Q: A simple curve has a degree of curve equivalent to 7 degrees. Using arc basis and SI units,…

A:

Q: that vertical curve is parabolic in nature and is represented by the formulaic expression :…

A:

Q: A circular curve having an azimuth of back tangent equal to 205° and the azimuth of the forward…

A:

Q: The design for a steel plate is shown below whose dimension in the y-direction is 2 inches. What is…

A:

Q: Construct a parabola by Tangent method using base of length 100 mm and axis of length 50 mm.

A: To construct a parabola.Base length = 100 mm Axis length = 50 mm.

Q: The length of the common tangent of a compound curve is 38Om. The first curve passing thru PC has a…

A:

Q: A simple curve having a radius of 200m have tangents with bearing N10°E and N70°E. The stationíng of…

A:

Q: With the same problem, use the following formula. R = 191.07m , T = 62.082 , Lc = 118.088m , E =…

A: ###Determination for simple circular curve of various terms ###

Q: y-axis direction)? 4 er bound) is defined by the function: y = ½ x " pound) is a semi-circle with…

A: location of thr centroid of the area enclosed the curve y =12  x4y1 =∫yd4∫1d4=∫-22∫12x42y.dy…

Q: Horizontal curves are curves are on a vertical plane viewed from the top. True False

A: Horizontal curves are used in changing the direction. Vertical curves are used in changing the…

Q: The point P in the figure travels on the parabola (with focal distance f = 0.5 m) at the constant…

A: Given that  The equation of the path is 2y = x2 The value of the focal distance is f = 0.5 m The…

Q: How to find the Radius of the simple curve ?

A: Given, Station at PC = 596+43.953  Station at PT = 602+51.327 Deflection angle (△) = 70o

Q: For a highway curve with R= 1000 m, I 16°30', and Pl station 3+264.759 m, calculate the requested…

A:

Q: 1. The figure below shows a plan of a reversed curve ready to be marked on the ground. Calculated…

A:

Q: When will a circular arc's curvature greater? The radius is small. O The radius is large. The radius…

A:

Q: The circular arc formed by a curb at a street intersection. a. summit curve b. crest curve c. curb…

A:

Q: An exercise track must consist of two semicircles and two tangents and be exactly 500 m along its…

A: Distance of two tangents along centerline (P) = 500 mLength of each tangent (L) = 170 mLet "r" is…

Q: In civil engineering, what property characterizes a parabolic arc? A) Constant slope along its…

A: B) Symmetrical about its vertex"In civil engineering, a parabolic arc is distinguished by its…

Q: True or False – The length of a vertical curve is the distance along the arc between the point of…

A: The length of the vertical curve is the horizontal distance between  the point of vertical curvature…

Q: SITUATION I: A simple curve has a degree of 6 and the tangent intersects at 42 degrees. 1. What is…

A:

Q: determine area in A1, A2, and A3

A: Curve Is quadratic

Q: Topic: Elements of a Horizontal Simple Circular Curve Question: A simple curve has an l= 38° 12'…

A:

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.