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Surveying - Unit 2 Measurement of Distance

Total questions: 30

Worksheet time: 15mins

Name
Class
Date
1.

Described as the horizontal distance or length between two points.

a)

elevation

b)

distance

c)

direction

d)

azimuth

2.

One of the oldest and simplest methods of measuring distances.

a)

pace

b)

stride

c)

pacing

d)

azimuth

3.

Unit in pacing that can either be measured on a heel-to-heel or toe-to-toe basis.

a)

pace

b)

stripe

c)

stride

d)

pacing

4.

It is equivalent to two paces.

a)

stride

b)

paces

c)

pacing

d)

pace-to-pace

5.

The distance covered by one pace.

a)

pace factor

b)

paced distance

c)

taped distance

d)

total distance

6.

It is the unknown distance between two given points given by the product of the mean number of paces and its pace factor.

a)

paced distance

b)

taped distance

c)

stride distance

d)

mean distance

7.

The process of directly measuring distances using a calibrated tape. Probably the most common method of determining horizontal distances.

a)

Taping

b)

Measuring

c)

Stretching

d)

Pacing

8.

In a typical taping operation, the following individuals are part of the party EXCEPT one.

a)

head tapeman

b)

rear tapeman

c)

flagman

d)

chief of the party

9.

It is dropped on the ground to mark the turning points of the taping process.

a)

plumb bob

b)

surveying tape

c)

surveying rope

d)

breaking tape

10.

A procedure that involves measuring shorter distances at a time to allow the tape to be held horizontally.

a)

Surveying tape

b)

surveying rope

c)

breaking tape

d)

sloping tape

11.

Defined as the difference between the observed value and the true value of a measurement.

a)

error

b)

mpv

c)

probable error

d)

precision

12.

It is the deviation of the sample mean from the actual mean of the population.

a)

Residual

b)

Probable error

c)

Standard error of the mean

d)

Error

13.

The quantity in which when added or subtracted from the mpv, defines a range within which there is a 50% chance that the true value of the measured quantity lies inside the limits set.

a)

Deviation

b)

Standard error of the mean

c)

Precision

d)

Probable error

14.

The weight is inversely proportional to the number of observations or measurements.

a)

true

b)

false

15.

When dealing with closed traverse, the weight is inversely proportional to the number of measurements.

a)

true

b)

false

16.

In measuring distances, the error is treated as positive when the tape is too short and negative when the tape is too long.

a)

true

b)

false

17.

This correction is applied if the tape is not fully supported throughout its length and is subjected to the pull that is not equal to the pull applied during the calibration process.

a)

Sag correction

b)

Temperature correction

c)

Pull correction

d)

Slope correction

18.

It is the amount of pull required to make the end points of the tape coincide with the marked points on a horizontal surface.   

a)

Slope correction

b)

Normal tension

c)

Pull correction

d)

Sag correction

19.

It is the measure of spread/variation/dispersion/scatter of a distribution. It is also called the root-mean square.  

a)

Probable error

b)

Error

c)

Standard error of the mean

d)

Standard deviation of any single observation

20.

It is the degree of reliability for each measurement prior to the determination of the most probable value.

a)

Deviation

b)

Error

c)

Weight

d)

Elevation

21.

Direction: Convert the following measurements to its equivalent. Indicate the unit in word. (ex. feet)

1 chain to links.

(a)  

22.

8 furlongs to mile.

(a)  

23.

1 township to section.

(a)  

24.

4047 m^2 to acre.

(a)  

25.

4 rods to ft.

(a)  

26.

1 cubit

(a)  

27.

1 military pace

(a)  

28.

1 section

(a)  

29.

1 revolution in circular system.

(a)  

30.

1 grade in centesimal system.

(a)