Two tangents AB and BC intersect at an angle of 24° are to be connected with a simple curve. A point P on the curve is located 21.03m from point B and has a perpendicular

Q: PROBLEM 3 Given: (Use Arc Basis) 11 = 18⁰, 12 = 25⁰ T₁ = 100 m t₁ = 32 m Station PT at 12+628 PC…

A:

Q: Given the following, solve for the radius of the curve: M = 25.988m | = 54.939° ●

A: Given Mid ordinate value (M) =25.988 m Angle (I)= 54.9390  To find  Radius of curve (R) Formula used…

Q: A horizontal curve is designed with a '500' m radius. The curve has a tangent length of 120 m and…

A: Radius of curve = 500 mTangent length = 120 mStationing of PI = 3 + 140 mDeflection angle  = ◇(…

Q: 1. The intersection of two proposed tangent AB and CD are inaccessible. Therefore, from point E…

A:

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: If the length of the parabolic curve is 10 meters, Point PI is 5 meters away from Point PC,…

A: True. The point of intersection is always at the half length of parabolic curve

Q: Given the following elements of a circular curve: length of long chord = 70 m; middle ordinate = 3…

A: solution given Length of long chord L =70mwe know L = 2RsinI/2 = 70mwhere I = degree of the curve…

Q: Х a W C a B

A: Solution: Ay+By=waMA=0By×2a=wa×a2By=wa4Ay=3wa4

Q: STA PT = 24+342, determine STA PI

A:

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: Determine the exact slope of the tangent line to the polar curve r = 02 at the point where 0 = T/2.

A:

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: B R

A:

Q: A highway intersection of 50° is to be connected by a 6° simple curve and 90 m long spiral curve on…

A: Appreciate if there is detailed work with explanation and finds you helpful for ease of…

Q: Q2: Is it possible to fit a horizontal curve (D=4 degree) at point (B) together with another…

A: Case 1 Is it possible to fit a horizontal curve?   Case  2 If BC = 750m Determine Stationing of…

Q: the bearing of line AB is N 75° E, and the azimuth of line BC from north meridian is 98°. If the…

A: Given that bearing of line AB is N 75° E

Q: to connect three lines thus forming the center line of a new road. The lines are AB = 60.2 m, BC =…

A: According to given data  A reversed curve is to connect three lines thus forming the center line of…

Q: Find the angle of intersection between the curve r = 6 cos 0 and r= 2(1+ cos 0) O 45 degrees O 60…

A: Hello dear The answer is found to be Angle of intersection between the two curve =60° For…

Q: The elements of a reverse curve are as follows: I1 = 18.1˚  I2 = 23.5˚  D1 = 2˚  D2 = 4.7˚  If…

A: Given : I1 = 18.1°I2 = 23.5°D1 = 2°D2 = 4.7°Station PT = 27 + 674

Q: The departure of a line of traverse is its length multiplied by O a. secant of reduced bearing O b.…

A:

Q: a. The maximum probable length of the parabolic curve b. The location and elevation of the lowest…

A:

Q: 1. 1. A simple curve connects two tangents AB and BC with bearings N 85 deg 30' E and S68deg 30' E…

A:

Q: 4- Find the length of the curves in Exercises. 1. y = (1/3)(x² + 2)³/2 from x = 0 to x = 3 3. x =…

A: Hello dear this is the solution of your problem The answer is found to be 1.length of curve=12unit…

Q: From a known point V (vertex), the tangent lines of a compound curve are drawn - having azimuths…

A:

Q: Find the radius of curvature of the following curves at the point indicated. T = tan 6 at e = %3D

A:

Q: Determine the resulting surface area when the curve x1.5 is rotated about the y-axis in the interval…

A:

Q: Given the following elements of a circular curve: middle ordinate = 2 m; length of long chord = 70…

A: Middle ordinate = 2m Length of long chord = 70 m Degree of curve = ?

Q: In the reversed curved shown, the central angles of the first and second branches of the curve are…

A: I1 = 28o30' I2 = 44o10' R2 = 125m

Q: Solve for the elements of Simple Curves T, L, C, E, M with D = 3° and I =36° with English System…

A:

Q: The long chord from the point of curvature to the point of tangency of a compound curve is 549 5…

A: Compound Curve: The combination of two or more simple curves that bend in the same direction and…

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

A: Note:- Hi! Thank you for the question, As per the honor code, we are allowed to answer three…

Q: The equation R versine 1/2 is looking for the value of: A. c. Middle ordinate В. Tangent Length of…

A: Answer :- Option b Tangent  The equation R versine l/2 is looking for the value of Tangent .  A…

Q: The elements of a compound curve are as follows: I1 = 19.7˚  I2 = 24˚  D1 = 2.7˚  D2 = 4.5˚  If…

A:

Q: he elements of a reverse curve are as follows: I1 = 18.5˚  I2 = 23.7˚  D1 = 2.6˚  D2 = 4.4˚  If…

A: Given:- I1 = 18.5˚  I2 = 23.7˚  D1 = 2.6˚  D2 = 4.4˚  STA PT = 26+513 To find:- STA PI1

Q: A reversed curve is to connect three lines thus forming the center line of a new road. The lines are…

A:

Instruments for Surveying

Surveying is the practice that determines the relative three-dimensional positions of many different points on the earth’s surface. There are various instruments used in Surveying like Theodolites, Total station, Tripod stands, Plane table, etc. for measuring horizontal angle, vertical and sloping angle, which are very useful for giving accurate and precise measurement.