O Compute the radius R of the simple curve so that the curve wili pass through a point which is 30 m. from the edge of the building. The center line of the curve passes through BO. O Compute the central angle of the curve. O Compute the area of ACBD. Bldg. C. L 160 m 20 m B

Q: [Select] of gear B (d) the tangential acceleration

A: Given,  Normal acceleration at gear B, αB= 372.604 Radius of gear B, rb= 175mm

Q: EI is constant (Assume EI = 1 kN-m2). Solve using the moment-area method. Determine the angle in…

A: Given: Required: angle in radians between the tangents at A and tangent at B. angle in radians…

Q: Describe about the difference in the C–D and C–U curves results.

A: - CD test is known as Consolidated Drained Test - This test is suitable for stability analysis of…

Q: A parabolic cuue Commects ato% goade with a dural hrig hway and elevation a +0 % grade on a at…

A: Length of the curve,L=442ft Location and elevation of the PVC: Station =Station of PVI-L2…

Q: 1. Solve deviation of B from tangent B to

A: Deviation of A from tangent B by moment area method

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: The common point in a reversed curve O PC PCC PRC SC

A:

Q: Q.4 If Ris the radius of a main circular curve, A is the angle of deflection and a is the polar…

A: GIVEN: R is the radius of a main circular curve, A is the angle of deflection and a is the polar…

Q: EI is constant (Assume EI = 1 kN-m2). Solve using the moment-area method. Determine the angle in…

A: Given: To find: Determine the angle in radians between the tangents at A and tangent at B.…

Q: Q- In the layout of an MG track, the versine of a horizontal circular curve is measured over a 17 m…

A: Degree of curve = 2 Chord length = 17 m  To calculate: versine of curve.

Q: advantages of an S-curve

A: S-curve is a mathematical graph which shows the cumulative data  for a project such as cost or…

Q: The design speed of a horizontal curve on a two-lane freeway is 45 mph. The central angle is 122…

A: Given:- The design speed of the horizontal curve = 45 mph The central angle = 122 degree The station…

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

A: E = R [ Sec(∆2) - 1 ] R = Radius = 200 m ∆ = 80 - 20 = 60° E = 200 [ Sec(602)-1 ] = 30.94 m

Q: The vertices of a triangle are at A(1,2), B(3,8) and C(8,-1). Locate the point of intersection of…

A: The intersection of median point or centroid X=(X1+X2+X3)/3 Y=(Y1+Y2+Y3)/3 Therefore point of…

Q: The simply supported beam is as shown in the figure. 80 lb/ft A 2 ft R2 = 320/3 Ib 4 ft R1 = 640/3…

A:

Q: Complete the table below.

A:

Q: 15. Determine the difference in the length of curve if this will be applied to railway. a) 1.45m b)…

A: The given data is shown below: Back tangent Azimuth=246°20'Forward tangent Azimuth=330°20'Degree of…

Q: find Re.

A: “Since you have asked multiple questions, we will solve the first question for you. If you want any…

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: Complete the table below. Simple Curve Intersection angle Degree of Curve Radius Tangent Distance…

A:

Q: The car travels along a straight road such that its position is described by the graph. Construct…

A:

Q: Assume that w - 33 N/m, L- 5 m, and El is constant for the beam. Find the slope at the midpointx-…

A:

Q: O Simple O Broken-Back O Reverse O Compound

A: The given horizontal curve is compound horizontal curve.

Q: -15 ft M

A:

Q: The height of the horizontal surface (h) is 0.9m. The box in the figure slides with a speed of v on…

A:

Q: Write Vasin terms of the polar coordinates. 400 m Answer: VA- ea) mis Car A is traveling at the…

A:

Q: PROBLEM 4. The tangents of a simple curve have bearings of N 20° E and N 80°E respectively. The…

A:

Q: Determine QA, QB, and QC using algebraic. Do not shortcut please.

A: Flow in pipes  The pipe flow is a type of liquid flow that occurs within a closed conduit, such as a…

Q: The three couples in (a) are equivalent to the couple shown in (b), where x-component of F is 120 N…

A:

Q: (Q3) In a vertical parabolic curve (g1=+1.0% and g2=-1.6%) compute: Station of the PVC if you know…

A: “Since you have posted a question with multiple sub parts, we will provide the solution only to the…

Q: Sketch the Figure. Is the safe to provide sight distance for design speed (70 km / hr.)? Use…

A:

Q: dth . 10 0 +1 a 15 3 re si 2: Sit. 4 the length of curve of a simple curve having a degree of 4° is…

A:

Q: _4. A man running a foot race rounds a flat curve of 15-m radius. If he nuns at the rate of 25m/s,…

A: Thank you for the question . As per honour code we will answer the first question since exact one…

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.