Structural Analysis
6th Edition
ISBN: 9781337630931
Author: KASSIMALI, Aslam.
Publisher: Cengage,
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- Convert the following bearings to their equivalent azimuths: [ Select ] N 25015' E (azimuth from south) [ Select ] Due East (azimuth from south) [ Select ] S 50015' E (azimuth from north) [ Select ] S 45045' W (azimuth from north) >arrow_forward2. Convert the following bearings to azimuths: a) N42°37'W b) N71°13'E c) S75°55'E d) S13°43'W e) N51°51'W f) S1°19'Earrow_forward1. Convert the following to bearings: 52°40’59’’205°32’11’’312°15’29’’arrow_forward
- What is the bearing from Instrument A (Instru. A) to the Light post (Point D)? 110°20'35" 1000 E 5000 N Instru. A 335° 30' 45" 145° 30' 45" 65° 30' 45" O225°30' 45" 65°20'25" 1247.114 E 4751.420 N Light post Instru. B Narrow_forwardA- The magnetic bearing of the link BA is N 46° 20' E and the magnetic declination in that region at time of surveying was 12° 5' W. The internal angles of the polygon corners A, B, C, D and E are 206° 11',107° 16', 96° 12', 64° 14'and 64° 2', respectively, which was named counterclockwise. Make required checks. Find the true bearing of the lines of the polygon.arrow_forwardConvert a forward bearing of N 89°-42'-01" W to its equivalent forward azimuth 270°-17¹-59" 270°-18¹-59" 269⁰-17¹-59" 269°-42¹-59"arrow_forward
- Convert the following bearings to azimuth from north. a) N 27'50'05" E b) S 38 12'44" E c) S 23 16'22" W d) N 73 14'30" W Then, compute the (interior) angle, smaller than 180° between the successive azimuths.arrow_forwardIf the bearing from point A to point E is S 00° E, in what quadrant is the bearing from point A to point B? B A 68.42' E 101°28′ 118°34' Quadrant 1 Quadrant 3 78-32-00 Quadrant 2 115.89' 164.95' -Z→ 113°05' D 102°11' 121.69' 88.41' 104°42' Carrow_forwardC. Leveling Rod L₁ FS Leveling Rod - BS BM, HI, TP₁ Elev. of TP, Leveling Rod Horizontal Line of Sight BS + Difference in Elev. between BM and BM₂ Elev of BM, (known) (Do not copy the illustration or drawing) Table: Determination of Elevation STATION BS HI FS ELEVATION BM1 1.60 m 100 m TP1 1.47m 0.85 TP2 1.67 m 0.78 TP3 1.54 m 0.89 BM2 0.75 COMPUTATIONS: 1. Computing Height of Instrument and Elevation. In differential leveling, the following two (2) equations are repeatedly used a.) HI Elev + BS b.) Elev=HI-FS Where: HI = height of instrument above a reference datum (MSL) BS = backsight reading on the rod (or plus sights) FS = foresight reading on the rod (or minus sights) ELEV elevation above datum of a point sighted FS BM₂ Elev. of BM₂arrow_forward
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