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WorksheetsFundamentals of Surveying
Total questions: 47
Worksheet time: 1hrs 20mins
Surveying is defined as the art and science of determining angular and linear measurement to establish the form, extent and relative position of points, lines, and areas on or near the surface of earth or on other extra terrestrial bodies through........
Pure mathematics and the social science
Applied mathematics and the use of specialized equipment and techniques
Field observation and measurement done by the field survey party
Cartographic, geodetic, and photogrammetric methods
Principles of Algebra, geometry and trigonometry
Plane surveying is a type of surveying in which the earth is consider to be flat surface. Distances and areas involved are limited extent and ....
the approximate shape of the earth is considered
the theoretical shape of the geoid is evaluated
the exact shape of the earth is disregarded
the spheroidal shape of the earth is considered
the shape of the earth is considered a geoid
An error is defined as the difference between the .....
true value and the measured value of a quantity
estimated value and the most probable value of a quantity
true value and the approximate value of a quantity
two measured values of the same quantity
most probable value and the true value
A line, known to be 150.000 meters long, is measured five times with a steel tape in the following order: 150.004, 149.998, 149.997, 150.005,and 149.996 meters, respectively. The more accurate of the five measurement is the
1st measurement
2nd measurement
3rd measurement
4th measurement
5th measurement
Five separate measurements were made of a line and their degrees of precision computed as follows in the following order: 1/5000; 1/2500; 1/6500; 1/7000; 1/10000, respectively. The measurement which is of a higher degree of precision was the one done in the
1st trial
2nd trial
3 trial
4th trial
5th trial
An early surveing instrument having an A-frame with a plumb line suspended from its apex and was used to determine the horizontal is the
Diopter
Chorobates
Groma
Libella
Dioptra
Notes must not be crowded, and mistakes and omissions must be kept
to a minimum.
Accuracy
Composition
Completeness
Clarity
Legibility
Ingenious instruments for surveying used for sighting
Diopter
Chorobates
Groma
Libella
Dioptra
Ingenious instruments for surveyinga with 20-foot-long horizontal straightedge with supporting legs and a grooved top for water to serve as level.
Diopter
Chorobates
Groma
Libella
Dioptra
First surveying equipment ever recorded.
Diopter
Chorobates
Groma
Libella
Dioptra
This saves the surveyor time and effort from revisiting the site if something was not written down on the notebook.
Accuracy
Composition
Completeness
Clarity
Legibility
Notes must be decipherable and understandable by all users, including those who haven’t been into the survey area.
Accuracy
Composition
Completeness
Clarity
Legibility
This is the most important feature of a field note.
Accuracy
Composition
Completeness
Clarity
Legibility
Notes should be suitable for every project and must be organized.
Accuracy
Composition
Completeness
Clarity
Legibility
The person responsible, for the operation of all electronic equipment used in the survey.
Chief of Party
Instrumentman
Technician
Utilityman
Assistant Chief of Party
The person responsible for the accuracy and speed
of all linear measurements with tape.
Head Tapeman
Rear Tapeman
Flagman
Rodman
Pacer
The person who checks all linear measurements made by the tapeman.
Chief of Party
Computer
Flagman
Pacer
Lineman
The person designated as the driver of the survey party, where a survey vehicle is used.
Chief of Party
Assistant Chief of Party
Technician
Aidman
Utilityman
The person who keeps all records of sketches, drawings, measurements and observations.
Instrumentman
Computer
Recorder
Head Tapeman
Assistant Chief of Party
Surveys used to determine ground features such as mountains,
hills, rivers, lakes, buildings, roads, ports etc.
Cadastral Surveys
Forestry Surveys
Hydrographic
Surveys
Route Surveys
Topographic Surveys
Surveys used in determining the physical features and configurations of the land.
Cadastral Surveys
City Surveys
Industrial Surveys
Mine Surveys
Topographic Surveys
Surveys used to determine property lines and boundaries, corners and areas
Cadastral Surveys
City Surveys
Construction
Surveys
Route Surveys
Topographic Surveys
Surveying used to carried out for area of >250 km
Plane Surveying
Geodetic Surveying
Forestry Surveying
Mine Surveying
Photogrammetric
Surveying
What is the position of the minimum party members in doing taping according to Curtis?
Head Tapeman and Rear Tapeman
Head Tapeman and Recorder
Head Tapeman and Flagman
Recoder and Rear Tapeman
Flagman and Rear Tapeman
It helps the surveyor in keeping the tape horizontal while the tape is held off the ground.
Tape
Plumb Bob
Hand Level
Tension Handle
Tape Clamp Handle
It is a device attached to the zero end of the tape so that when a measurement is being taken, the correct amount of force or “pull” is being applied.
Tape
Plumb Bob
Hand Level
Tension Handle
Tape Clamp Handle
It is the easiest way of determining the distance between two points without the need of an equipment.
Taping
Pacing
Stadia Measurement
Tachymetry
Chaining
Drawback of measuring distances using pacing except one
distance measured may not be accurate
using a calibrated equipment
the effort of walking
the length of a pace varies from person to person
requires a person to determine first his pace factor
It is equivalent to the distance either between your heels or your toes when you make two step.
Pace
Stride
Tape
Chain
Stadia
A 45 meter course, AB on level ground was paced by a surveyor for each trial for the purpose of determining the pace factor. The number of trial taken are as follows: 50, 53, 51, 53, 52, 53. Determine the face factor of the surveyor in 3 decimal places.
0.882 m/pace
0.900 m/pace
0.849 m/pace
0.865 m/pace
1.156 m/pace
A subtense bar is a tripodmounted bar with targets set precisely 2 meters apart. This technique is accurate at short distances, that is, less than
100 meters
120 meters
150 meters
200 meters
250 meters
A stadia rod held at a distant point B is sighted by an instrument set up at A. the upper and lower stadia hair reading were observed as 1.20 and 0.80 m respectively. If the stadia interval factor is 99.98 and the instrument constant is 0.30, determine the length of
line AB.
39.992 m
40.292 m
119.976 m
79.984 m
100.100 m
The subtended angles were read on a 2-m long substense bar using a theodolite having a 0°20′14" angle. Compute the distance between the theodolite and the subtense bar.
339.81 m
628.90 m
126.81 m
307.86 m
214.19 m
A subtense bar is a tripodmounted bar with targets set precisely 2 meters apart. The targets are kept precisely 2 meters apart by the use of _______ under slight tension.
G.I. wires
B.I. wires
Tension wires
Invar wires
Copper wires
It consists of observing through the telescope the apparent locations of the two stadia hairs on a vertically held rod
Tachemetry
Substense Bar Method
Stadia Method
Stadia Reading Method
Tacheometric Method
Sources of Errors except two.
Instrument Error
Systematic Error
Natural Error
Personal Error
Accidental Errors
What do establihed darts in a dartboard mean?
high precision but low accuracy
high accuracy but low precision
high precision and high accuracy
high accuracy
high precision
A measure of dispersion or spread of a distribution
Most Probable Value
Residual
Standard Deviation
Variance
Weight
Normal Tension is defined as the applied pull which will lengthen the tape to equal the
decrease in standard pull
shortening due to temperature
increase in length due to the absense of intermediate support
shortening caused by sag
increase in gravitational forces
Errors in tape that is always negative
Correction due to temperature
Correction due to pull/tension
Correction due to sag
Correction due to slope
Combined Corrections
University of Rizal System Vision
University of Rizal System Mission:
University of Rizal System Goals:
College of Engineering Vision:
College of Engineering Mission:
A student was asked to make a 50m line using 25m tape that is of standard length at a 90°F . If the average temperature is 80°F . What is the required measurement in 5 decimal places?
A steel tape with a cross sectional area of 0.03 sq.cm is 30 m long under a pull of 5 kg when supported throughout its entire length. It is used in measuring a line 875.63m long under a steady pull of 10kg. Assuming E = 2.0x10^6 kg/sq.cm. Compute the corrected length of the measured line. Use 5 decimal places.
