ord, find the radius of the second curve in meters.
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- The long chord of a compound curve is equal to 250 meters. the PC of this curve is at STA 10+000 and the PCC is at 10+139.393. The angle that the chord connecting the PC and PCC makes with the tangent passing through PC is equal to 4°. Assuming that the common tangent is parallel to the long chord.Evaluate the radius R2.Given a reversed curre with I1= 20°, I2 =20° and R1= 205 m. The distance between the two parallel tangents is 30.50 m. curve having unequal raduis. Compute the radius of the second curve.11. The perpendicular offset distance from point A on a simple curve tto Q on the tangent line is 64 m. If the distance from the P.C. to Q on the tangent is 260 m. Compute the length of curve from P.C to A.
- A reverse curve connects two tangents that are parallel to each other. The radius of the first curve at the P.C. is 719.05 meters, and the radius of the second curve at the P.T. is 950.15 meters. If both curves have the same central angle of 12° and the stationing of P.C. is 20+450.50, find the following: a. The perpendicular distance between the two parallel tangents.A compound circular curve of radius 180 m and 135 m is required to connect two tangents that deflect by 75°. Determine the deflection angles and chord lengths for putting out the curve if the first curve has a deflection angle of 45° and the PCC is placed at station 675 + 10.75 m.The long chord of a compound curve is 1425 m long and the angles that it makes with tangents of the curve are 20o and 24o respectively. Find the Radius of each curve if the common tangent is parallel to the long chord
- The chords of a compound curve from PC to PCC and from PCC to PT are 130.60m and 139.16m, respectively. Its common tangent makes an angle of 20 degrees and 35 degrees, respectively, with tangents at PC and PT. Determine the length of the long chord of the compound curveA circular curve with a radius of 305m is connected by 160m spiral transition curve to tangents with an intersection angle, Ic=20°. Determine the length of throw. If TS is at 1+540, determine the stationing of ST. Determine the spiral angle.Please help me asap ? The long chord of a compound curve is 1425 m long and the angles that it makes with tangents of the curve are 20o and 24o respectively. Find the Radius of each curve if the common tangent is parallel to the long chord
- A compound curve is having a common tangent of 104.78 meters long. The central angles made by the common tangent for the first and second simple curve is 18° and 29° respectively. The length of the tangent of the first curve is 30.21 meters and Sta. Pl is 10+180. - Determine the value of the longest chord in meters. - Angle of intersection of the compound curves -Radius of the first and second curve.The long chord from the P.C. to the P.T. of a compound curve is 300 meters long and the angles it makes with the longer and shorter tangents are 12o and 15o respectively. If the common tangents is parallel to the long chord. Find the radius of the first curve. 802.36 m. 812.36 m. 792.36 m. 822.36 m.The common tangent of a compound curve makes an angle of 14 degrees and 20 degrees with the tangent of the first curve and the second curve respectively. The length of chord from PC to PCC is 73.5m and that from PCC to PT is 51.3m Find the length of the chord PC to PT if it is parallel to the common tangent