Question 1 of 78Introduction to Surveying
The principle 'work from the whole to the part' is followed in surveying mainly to:
APrevent the accumulation of errors
BAvoid the use of control points
CReduce the cost of instruments
DSpeed up plotting only
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Question 2 of 78Introduction to Surveying
Plane surveying is generally considered suitable for areas up to about:
A2 500 km²
B250 km²
C25 000 km²
D5 km²
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Question 3 of 78Introduction to Surveying
On a map of scale 1:1 000, one square centimetre represents a ground area of:
A10 m²
B1 000 m²
C1 ha
D100 m²
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Question 4 of 78Introduction to Surveying
A map of scale 1:250 000 is described as a:
ACadastral map
BSmall-scale map
CPlan
DLarge-scale map
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Question 5 of 78Introduction to Surveying
The fore bearing of a line is 48° 30′. Its back bearing, free from local attraction, is:
A228° 30′
B318° 30′
C131° 30′
D48° 30′
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Question 6 of 78Introduction to Surveying
A prismatic compass reads bearings:
AAs vertical angles
BOnly in grads
CAs quadrantal bearings from 0° to 90°
DAs whole-circle bearings from 0° to 360°
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Question 7 of 78Introduction to Surveying
One radian is equal to approximately:
A400 grads
B57 300 seconds
C206 265 seconds of arc
D3 600 seconds
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Question 8 of 78Introduction to Surveying
The number of grads in a full circle is:
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Question 9 of 78Introduction to Surveying
A6 772.63 m²
B338.63 m²
C1 000 m²
D508.72 m²
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Question 10 of 78Introduction to Surveying
A20 dhur
B10 ropani
C20 kattha
D16 aana
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Question 11 of 78Introduction to Surveying
The length of Gunter's chain is:
A100 ft with 100 links
B30 m with 150 links
C20.117 m (66 ft) with 100 links
D20 m with 100 links
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Question 12 of 78Introduction to Surveying
A graphical (bar) scale drawn on a map is useful because it:
AIndicates the projection used
BGives the contour interval
CRemains valid even if the paper shrinks or the map is reduced
DShows the north direction
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Question 13 of 78Introduction to Surveying
The angle between true north and magnetic north at a place is called the:
ADip
BAzimuth
CMagnetic declination
DLocal attraction
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Question 14 of 78Traditional Methods of Surveying
Invar tapes are used for precise base-line measurement because invar has a very low:
ACoefficient of thermal expansion
BDensity
CCost
DTensile strength
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Question 15 of 78Traditional Methods of Surveying
The correction for sag of a suspended tape is:
AAlways negative
BAlways positive
CPositive at high temperature
DZero
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Question 16 of 78Traditional Methods of Surveying
If a 20 m chain is found to be 20.05 m long, the distance measured with it will be:
ALonger than the true distance
BExactly correct
CDoubled
DShorter than the true distance
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Question 17 of 78Traditional Methods of Surveying
The correction for reducing a measured length to mean sea level is:
A+LH/R
B−h²/2L
C−W²L/24P²
D−LH/R
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Question 18 of 78Traditional Methods of Surveying
The temperature correction to a taped length is positive when:
AThe field temperature is higher than the standardisation temperature
BThe pull is greater than standard
CThe field temperature is lower
DThe tape sags
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Question 19 of 78Traditional Methods of Surveying
The plane-table method used to fix an inaccessible point by drawing rays from two stations is:
ATraversing
BIntersection
CResection
DRadiation
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Question 20 of 78Traditional Methods of Surveying
Lehmann's rules are used in plane tabling for solving the:
AComputation of area
BTwo-point problem only
CSetting out of right angles
DThree-point problem
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Question 21 of 78Traditional Methods of Surveying
In a prismatic compass, the graduated card is attached to the:
ASight vane
BPrism
CBox of the compass
DMagnetic needle
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Question 22 of 78Traditional Methods of Surveying
Local attraction at a station is detected when the difference between the fore bearing and back bearing of a line is:
AExactly 180°
BExactly 90°
CZero
DNot equal to 180°
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Question 23 of 78Traditional Methods of Surveying
The least count of a vernier theodolite whose main scale division is 20′ and which has 60 vernier divisions is:
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Question 24 of 78Traditional Methods of Surveying
Taking observations on both faces of a theodolite eliminates:
AErrors of centring
BErrors due to poor levelling
CCollimation, trunnion and vertical index errors
DGraduation errors of the circle only
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Question 25 of 78Traditional Methods of Surveying
The method of repetition in theodolite work is used mainly to:
ASet out a right angle
BObserve many directions from one station
CMeasure vertical angles
DIncrease the precision of a single angle
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Question 26 of 78Traditional Methods of Surveying
In stadia tacheometry with a horizontal sight, a staff intercept of 0.85 m with K = 100 and C = 0 gives a distance of:
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Question 27 of 78Horizontal Control — Triangulation, Trilateration and Traversing
In triangulation, the lengths of the sides are computed from:
AOne measured base line and the observed angles
BLevelling observations
CThe measured deflection angles only
DAll sides measured by EDM
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Question 28 of 78Horizontal Control — Triangulation, Trilateration and Traversing
The strongest figure used in triangulation is the:
AOpen traverse
BChain of simple triangles
CSingle triangle
DBraced quadrilateral
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Question 29 of 78Horizontal Control — Triangulation, Trilateration and Traversing
A well-conditioned triangle in triangulation has angles:
AAs small as possible
BOne angle close to 180°
CBetween about 30° and 120°, ideally near 60°
DAll equal to 90°
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Question 30 of 78Horizontal Control — Triangulation, Trilateration and Traversing
In the strength-of-figure computation, a smaller value of R means the figure is:
AWeaker
BUnusable
CUnchanged in strength
DStronger
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Question 31 of 78Horizontal Control — Triangulation, Trilateration and Traversing
AOnly one side and one angle are measured
BAll the angles are measured and the sides computed
CLevelling replaces angle measurement
DAll the sides are measured and the angles are computed
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Question 32 of 78Horizontal Control — Triangulation, Trilateration and Traversing
The sum of the interior angles of a closed traverse with 6 stations should be:
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Question 33 of 78Horizontal Control — Triangulation, Trilateration and Traversing
The algebraic sum of the deflection angles of a closed traverse is:
A360°
B180°
CZero
D(2n − 4) × 90°
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Question 34 of 78Horizontal Control — Triangulation, Trilateration and Traversing
The latitude of a traverse line of length 100 m with a whole-circle bearing of 60° is:
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Question 35 of 78Horizontal Control — Triangulation, Trilateration and Traversing
The closing error of a closed traverse is computed as:
APerimeter ÷ number of lines
BΣΔN − ΣΔE
CΣΔN + ΣΔE
D√[(ΣΔN)² + (ΣΔE)²]
Answer is hidden
Question 36 of 78Horizontal Control — Triangulation, Trilateration and Traversing
According to Bowditch's rule, the correction to the latitude of a traverse line is proportional to:
AThe area enclosed
BThe latitude of that line
CThe number of stations
DThe length of that line
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Question 37 of 78Horizontal Control — Triangulation, Trilateration and Traversing
The transit rule of traverse adjustment is preferred when:
AThe distances are more accurate than the angles
BThe angles are measured more accurately than the distances
CBoth are equally accurate
DNo angles were measured
Answer is hidden
Question 38 of 78Horizontal Control — Triangulation, Trilateration and Traversing
A traverse that starts and ends on two different known control points is called a:
ARadiation traverse
BLink (connecting) traverse
COpen traverse
DLoop traverse
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Question 39 of 78Horizontal Control — Triangulation, Trilateration and Traversing
The clearance required for intervisibility between two triangulation stations 20 km apart, allowing for curvature and refraction, is about:
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Question 40 of 78Vertical Control — Levelling
The reading taken on a point of known elevation immediately after setting up the level is the:
ABack sight
BIntermediate sight
CFore sight
DChange point reading only
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Question 41 of 78Vertical Control — Levelling
In the height-of-instrument method of reduction, the arithmetic check is:
AΣRise = ΣFall always
BΣBS − ΣFS = last RL − first RL
CΣIS = ΣFS
DΣBS + ΣFS = last RL
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Question 42 of 78Vertical Control — Levelling
The rise-and-fall method of reduction is preferred to the height-of-instrument method because it:
AIs faster for many intermediate sights
BNeeds no arithmetic
CProvides a check on every reading including intermediate sights
DEliminates collimation error
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Question 43 of 78Vertical Control — Levelling
The combined correction for curvature and refraction for a sight distance of 1 km is about:
A−6.7 mm
B−67 mm
C+11 mm
D−78 mm
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Question 44 of 78Vertical Control — Levelling
The effect of the earth's curvature on a staff reading is to make it:
AUnchanged
BToo small
CNegative
DToo large
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Question 45 of 78Vertical Control — Levelling
Keeping the back-sight and fore-sight distances equal eliminates the errors due to:
ASettlement of the change point
BCollimation, curvature and refraction
CStaff not being vertical
DWrong booking
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Question 46 of 78Vertical Control — Levelling
Reciprocal levelling is used when:
AIntermediate sights are many
BOnly one benchmark is available
CThe instrument cannot be set up midway, as across a river
DThe ground is perfectly flat
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Question 47 of 78Vertical Control — Levelling
The two-peg test is carried out to check the:
AFocus of the eyepiece
BCollimation adjustment of a level
CSensitivity of the bubble only
DVerticality of the staff
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Question 48 of 78Vertical Control — Levelling
Parallax in a levelling telescope is eliminated by:
AChanging the staff
BLevelling the instrument accurately
CUsing a shorter sight distance
DFocusing the eyepiece on the cross-hairs and the objective on the staff
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Question 49 of 78Vertical Control — Levelling
An automatic (self-levelling) level maintains a horizontal line of sight by means of a:
AMicrometer
BCompensator
CTilting screw
DVertical circle
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Question 50 of 78Vertical Control — Levelling
In trigonometric levelling, the difference of elevation for a horizontal distance D and vertical angle θ is:
AD tan θ (plus corrections for long sights)
BD cos θ
CD sin θ only
DD/tan θ
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Question 51 of 78Vertical Control — Levelling
The permissible closing error in first-order precise levelling is of the order of:
A±4√K mm, K in kilometres
B±40 K mm
C±1 m per km
D±4 K cm
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Question 52 of 78Vertical Control — Levelling
A point on which both a fore sight and a back sight are taken is called a:
AChange (turning) point
BStation point
CIntermediate point
DBenchmark
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Question 53 of 78Topographical Surveying
A contour is a line joining points of equal:
ASlope
BHorizontal distance
CElevation
DMagnetic bearing
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Question 54 of 78Topographical Surveying
Contours that are closely spaced on a map indicate:
AA vertical cliff only
BA gentle slope
CA flat area
DA steep slope
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Question 55 of 78Topographical Surveying
Two contour lines can cross each other only in the case of:
AA saddle
BA vertical cliff
CA valley
DAn overhanging cliff
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Question 56 of 78Topographical Surveying
The V-shaped contours in a valley point:
ATowards the sea only
BUpstream (towards higher ground)
CDownstream
DIn the direction of flow
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Question 57 of 78Topographical Surveying
A closed contour with lower values inside represents a:
AHill
BSaddle
CRidge
DDepression
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Question 58 of 78Topographical Surveying
The contour interval for a map of hilly terrain at small scale is generally:
AZero
BVery small
CEqual to the scale denominator
DLarge
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Question 59 of 78Topographical Surveying
In the direct method of contouring:
APoints lying on each contour are located in the field
BSpot levels are taken on a grid and contours interpolated
CContours are drawn from a photograph only
DOnly cross-sections are levelled
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Question 60 of 78Topographical Surveying
Contouring by taking levels at the corners of a grid of squares is an example of:
AThe indirect method
BRadiation
CTrigonometric levelling
DThe direct method
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Question 61 of 78Topographical Surveying
Intervisibility between two points can be checked from:
AA contour map along the line joining them
BThe area of the plot
CThe magnetic bearing
DThe scale of the map
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Question 62 of 78Topographical Surveying
Permanent station marks in a topographic survey are established during:
ADrafting
BDetailing
CInterpolation
DMonumentation
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Question 63 of 78Topographical Surveying
The most common method of picking up detail in modern topographic surveys is:
APlane tabling only
BChain and offset only
CBarometric levelling
DRadiation with a total station or GNSS-RTK
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Question 64 of 78Topographical Surveying
Standard topographic map series of Nepal are published at scales of:
A1:1 000 000 only
B1:25 000 and 1:50 000
C1:500 and 1:1 000
D1:100 and 1:200
Answer is hidden
Question 65 of 78Topographical Surveying
The horizontal distance between two successive contours is called the:
AGradient
BHorizontal equivalent
COffset
DContour interval
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Question 66 of 78Adjustment of Observations
The difference between an observed value and the most probable value is called the:
ATrue error
BBlunder
CDiscrepancy
DResidual
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Question 67 of 78Adjustment of Observations
Errors that always have the same sign and follow a definite law are:
AMistakes
BCompensating errors
CRandom errors
DSystematic (cumulative) errors
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Question 68 of 78Adjustment of Observations
Random (accidental) errors are treated by:
ARepeating the blunder
BIgnoring them completely
CThe theory of probability and least squares
DApplying a fixed correction
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Question 69 of 78Adjustment of Observations
A survey that is precise but not accurate suffers mainly from:
ALarge random scatter
BSystematic errors or blunders
CPoor repeatability
DNo errors at all
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Question 70 of 78Adjustment of Observations
If the standard deviation of a single observation is 10 mm, the standard error of the mean of 25 such observations is:
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Question 71 of 78Adjustment of Observations
The probable error of a single observation is equal to:
A0.5 σ
B3 σ
C1.96 σ
D0.6745 σ
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Question 72 of 78Adjustment of Observations
In levelling, the weight of an observed height difference is usually taken as inversely proportional to:
AThe square of the height difference
BThe number of benchmarks
CThe elevation of the point
DThe length of the levelling route
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Question 73 of 78Adjustment of Observations
Two independent distances each with a standard error of 3 mm are added. The standard error of the sum is:
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Question 74 of 78Adjustment of Observations
The principle of least squares requires that:
AAll residuals be equal
BThe sum of the weighted squares of the residuals be a minimum
CThe largest residual be zero
DThe sum of the residuals be a maximum
Answer is hidden
Question 75 of 78Adjustment of Observations
The redundancy of an adjustment with 12 observations and 5 unknown parameters is:
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Question 76 of 78Adjustment of Observations
In the method of observation equations, the normal equations are:
Av = Pl
BBv = w
Cx̂ = A⁻¹l
DAᵀPA x̂ = AᵀPl
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Question 77 of 78Adjustment of Observations
Adjusting the observed angles of a triangle so that their sum is exactly 180° is an example of the:
AMethod of condition equations (correlates)
BTransit rule
CMethod of observation equations
DBowditch rule
Answer is hidden
Question 78 of 78Adjustment of Observations
Non-linear observation equations in a least-squares adjustment are handled by:
AUsing the transit rule
BIgnoring the non-linear terms permanently
CLinearisation with a Taylor series about approximate values and iteration
DConverting angles to grads
Answer is hidden