Lines Measured Distance (ft) AB 713.93 BC 606.06 CD 391.27 DA 781.18 Station Measured Angle X...

Lines	Measured Distance (ft)
AB	713.93
BC	606.06
CD	391.27
DA	781.18

Station	Measured Angle	X (ft)	Y (ft)
A	51°24′	2,517,347.31	395,025.36
B	107°39′
C	76°15′
D	124°32′

Calculate the angular misclosure and adjust the interior angles. Compute the azimuth angles for the lines BC, CD and DA based on the adjusted angles. Calculate the departure and latitude for the all the lines. Balance the computed departure and latitude for all the lines. Calculate the coordinates for the stations B, C, and D based on the give coordinate for the station A. Compute the final lengths and azimuth angles.

Expert Solution

please rate...thankyou in advance

Ally Wells answered 7 months ago

A zenith angle was measured six times with both faces of a total station. The average...

A zenith angle was measured six times with both faces of a total station. The average direct reading is 86°34′31″ with a standard deviation of ±12.8″. With the reverse face, it was observed as 273°25′12″ with a standard deviation of ±8.8″. What is the most probable value for the zenith angle in the direct face?

AZ|AB = 272° 09’ 15” BRG|BC = S 16° 13’ 51” W AZ|CD = 96° 52’...

AZ|AB = 272° 09’ 15” BRG|BC = S 16° 13’ 51” W AZ|CD = 96° 52’ 00” BRG|DA = N 7° 42’ 35” W you were given directions (bearings or azimuths) of 4 sides of a closed polygon traverse: ABCDA. By taking the difference between successive azimuths, find the four deflection angles (i.e., angles from the projection of the previous line to the next line) for this traverse. For example: DEFL ∠B = AZ|BC – AZ|AB. What is the sum...

Let the angle θθ be the angle that the vector A⃗A→makes with the +x-axis, measured counterclockwise...

Let the angle θθ be the angle that the vector A⃗A→makes with the +x-axis, measured counterclockwise from that axis. Find the angle θθfor a vector that has the following components. PART 1: Ax= 3.00 mm , Ay= -0.500 mm Express your answer in degrees. PART 2: Ax= 1.80 mm , Ay= 3.30 mm Express your answer in degrees. PART 3: Ax= -3.00 mm , Ay= 3.20 mm Express your answer in degrees. PART 4: Ax= -1.20 mm , Ay= -3.40...

A five-sided closed field traverse has the following distances in meters: AB = 51.766; BC = 26.947; CD = 37.070; DE = 35.292; EA = 19.192.

A five-sided closed field traverse has the following distances in meters: AB = 51.766; BC = 26.947; CD = 37.070; DE = 35.292; EA = 19.192. The adjusted angles are as follows: A = 101° 03′19″; B = 101° 41′49″; C =102° 22′03″; D = 115° 57′20″; E = 118° 55′29″. The bearing of AB is N 73° 00′00″ E. BC is in the S.E. quadrant. The coordinates of the five(5) corners of the traverse have been computed to be...

Find the distance between the skew lines with the given parametric equations. x = 2 +...

Find the distance between the skew lines with the given parametric equations. x = 2 + t, y = 3 + 6t, z = 2t x = 1 + 4s, y = 5 + 15s, z = -2 + 6s.

Find the distance between the skew lines with parametric equations x = 1 + t, y...

Find the distance between the skew lines with parametric equations x = 1 + t, y = 3 + 6t, z = 2t, and x = 1 + 2s, y = 6 + 15s, z = −2 + 6s. Find the equation of the line that passes through the points on the two lines where the shortest distance is measured.

Find the distance between the skew lines given by the following parametric equations: L1: x=2t y=4t...

Find the distance between the skew lines given by the following parametric equations: L1: x=2t y=4t z=6t L2: x=1-s y=4+s z=-1+s

Question