Adjust the measurements given in the drawing below and determine the coordinates of point B. Assume that the error in distances and angular are respectively ± 0.027ft and ± 5 ”. Use the control below given in feet: A: x = 1944.79 y = 1756.17 C: x = 7125.48 y = 2032.90 Mk1: x = 1991.31 y = 1667.65 Mk2: x = 7225.391 y = 2037.109 You can use as approximate coordinates for B: XB0 = 5204, YB0 = 4714

Q: There is a table of an observed plane triangle ABC but some parts are missing. Please fill up the…

A: Given- |Angle| Observed Angle| Weight|  A 58°07°04" 4 B 61°16'55” 3 C 60°41'39” 2 we  have to find…

Q: The moment of inertia of the profile shown below, in relation to the x axis, is valid:

A: Solution- First we have to calculate centroid axis in horizontal direction. Moment of individual…

Q: 4/ The following is an incomplete page of level book in which X indicates missing Entry line.…

A: Using rise and fall method

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A:

Q: Compute the relative precision. Express your answer as an integer HD] ΑΣΦΗ Τ 1: vec ? Compute the…

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A:

Q: Determine the resultant R. Compute magnitude, sense and angle of inclination with horizontal x.

A: force F1=350kipforce F2=300kip

Q: 1)Given the following set of stadia level notes. The instrument used has a stadia and C =…

A: Given Stadia interval, k = 100 C = 0.229 Table with back sight and foresight details, Stadia…

Q: solve using interpolation

A: Yes, Sample calculation is shown below.

Q: An instrument is set-up at point M and vertical angles are observed at N (-21°15') and O (+33°45').…

A: d(NM) = 35G.2552m NOTE - As the value of G is unknown, so taking it 0. i.e. d(NM) = 350.2552m d(NO)…

Q: Given are the interior angles of a heptagon. Determine the discrepancy for the givenobservation and…

A:

Q: A) identify the best line. B) What is the forward and back bearing of the best line? C) Tabulate the…

A:

Q: Q.2. check. If there is an error please distribute it to the elevations. E = 40* K Please calculate…

A: Levelling is the procedure of comparing heights of points on the surface of earth. It is important…

Q: 2. The following values were determined in a series of tape measurements of a line: 920.58,…

A:

Q: Complete the table below. STATION BM1 ABGA А C D E F BM2 BS 1.800 2.232 2.298 2.713 2.933 1.755 HI…

A: Complete the table below?

Q: Calculate the product of inertia I,y for the angle shown in Figure. A. 66.6 x 10 mmª - 20 B. 5.16 x…

A:

Q: 1) choices: 49.81 62.59 59.62 52.69 2) choices: 42315487 mm^4 34643447 mm^4 31534337 mm^4 31943887…

A:

Q: 6.1 The bearing of line AB is N Blank 1° E. 6.2 The interior angle at C is Blank 2°. 6.3 The north…

A: 6.1 Bearing of line AB = 180° - 46°09'+110°26' = 23°25' = 23.416° 6.2 Bearing of line BC = 180° -…

Q: 4.) Moment of Inertia About the x-axis Ix 5.) Moment of Inertia About the y – axis Iy 6.) Polar…

A:

Q: From the following measured interior angles of a five-sided figure, compute the ff.: a.) Probable…

A:

Q: 2. The discrepancy for the measurement is the difference between the first measurement and the…

A: Given Data:

Q: determine back the missing data on blank lines

A:

Q: Q.2. O Please calculate the elevations of every station given in the table and show the arithmetic…

A: Height of instrument(H.I)=B.S+ Elevation Elevation of Reduce Level = H.I-I.S or H.I-F.S…

Q: BACKSIGHT FORESIGHT STA HI ELEV HAIR RDGS MEAN RDG S HAIR RDGS MEAN RDG S 3.258 BM20 3.015 532.1234…

A: In surveying leveling is a process to find the height of elevation it is also known as the RL of…

Q: An engineer's level with stadia constant of 0.30 m was set up on the line between A and B, the…

A:

Q: STA BS HI FS IFS ELEV BM25 5.3650 259.5108 254.1458 0+ 000 2.3225 257.1883 2+ 000 1.3256 258.1852 4…

A: Given profile levelling Height of instrument = elevation+ BS Elevation = HI - FS/IS

Q: LINE AB BC CD DE EA STA A B C D E STA A B C D E DIST. 48.96 28.63 39.53 33.28 39.18 ADJUSTED FORWARD…

A:

Q: following values were determined in a tape measurements of a line: 9 40+920.38+920.48+920.40+920.46…

A: Given Observations920.58,920.40,920.38,920.48,920.40,920.46

Q: Transform graphically the figure into one wherein the sides with unknown quantities are made…

A: Solution: Interpretation of Data: Line Bearing Length AB S 86°35' W 607.66 m BC S 31°35' W…

Q: BACKSIGHT FC a(0) RR(m) | VD(m)| s(m) a( .35 12.02 1.35 .85 9.26 1.42 1.95 .67 7.14 1.25 1.76

A:

Q: From the measured values of distance AB, the following trials were recorded. DISTANCE (m) TRIALS 1 2…

A: Given,DistanceTrail      Distance 1.          120.682.           120.843.          120.764.…

Q: express each measurement in meters0.9 centimeter

A: Given values: Measurement in cm = 0.9 cm

Q: Determine the centroid x-coordinate for the area shown below with respect to the given axis. Given t…

A:

Q: a. find the distance from A to B b. find bearing from A to B

A:

Q: A polygon has the following data as given in the table Determine the adjusted measurement of its…

A:

Q: 2. Determine the resultant of the given illustration below. |y - axis 14 kips 64 48 kips 29° x -…

A: To Find :- Resultant of given force system

Q: 42. A 30-m steel tape is used to measure the distance of a line. The measured distance is 457.65 m.…

A:

Q: Find the coordinate of the points B and C in the figure below if the coordinate of point A (250…

A: The latitude of the line is defined as the projection of the line in the north-south meridian.  L =…

Q: Determine Ixc of the shaded area shown in the figure below. All dimensions are in mm.

A: Consider the figure,

Q: Q1-) Fill the table according to given measurements. Present your answers in degree and minute form.

A: We need to find Bearing, Back Bearing, Azimuth and Back azimuths

Unit Conversion

Standard units are also called SI units. SI units are used for measuring a physical quantity satisfying certain conditions. There are two types of units: fundamental units and derived units. Fundamental units are physical quantities that are independent, that is, they do not depend on other quantities like mass, length, or time. There are plenty of quantities in our lives which need to be measured and compared. Measuring is the comparison of a particular physical quantity with its reference value. A unit is a measure of a fixed physical quantity. A physical quantity is the product of a unit and the numerical value we need to compare with.