survey Flashcards
If h is the difference in level between end points separated by l, then the slope correction is h^2 /2L +h^4 /8L^3. The second term may be neglected if the value of h in a 20 m distance is less than
[A]. 0.5 m
[B]. 1 m
[C]. 2 m
[D]. 3 m @
** If h is the difference in level between endpoints separated by l, then the slope correction is c=(h^2/2l)+{h^4/8(l^3)}.
** If h is less than 3m in a length often the 20 m, then the quantity h^4/8(l^3) can be neglected. Hence c = h^2/2l.
Source. Dr. B.C. Punmia.
An ideal vertical curve to join two gradients, is
[A]. circular [B]. parabolic @ [C]. elliptical [D]. hyperbolic [E]. none of these.
A cubic spiral is suitable to cubic parabola but latter is used mostly because of its ease in setting out. Vertical curves are provided to negotiate the gradient of the two straights. Parabola is most suitable shape for vertical curves since it provides a uniform rate of change of gradient and smooth riding condition.
Pick up the correct statement from the following :
[A]. the eyepiece plays no part in defining the line of sight @
[B]. the diaphragm plays no part in defining the line of sight
[C]. the optical centre of the objective plays no part in defining the line of sight
[D]. none of these.
Line of Sight: It is line passing through the cross hair and optical centre of objective lens. However Eyepiece only clarifies the cross hair in diaphragm. Thus Eye piece plays no important role in defining the line of sight.
- The radius of curvature of the arc of the bubble tube is generally kept
[A]. 10 m
[B]. 25 m
[C]. 50 m
[D]. 100 m @
- The radius of curvature of the arc of the bubble tube is generally kept
[A]. 10 m
[B]. 25 m
[C]. 50 m
[D]. 100 m @
The real image of an object formed by the objective, must lie
[A]. in the plane of cross hairs @
[B]. at the centre of the telescope
[C]. at the optical centre of the eye-piece
[D]. anywhere inside the telescope.
Eye piece used to clear vision of cross hair.
In chain surveying tie lines are primarily provided
[A]. to check the accuracy of the survey
[B]. to take offsets for detail survey
[C]. to avoid long offsets from chain lines @
[D]. to increase the number of chain lines.
Check line: check the accuracy of work.
Tie line is the line used to join survey line to features to avoid long offsets. It is used to check for accuracy on chain lines.
One of the Lehmann’s rules of plane tabling, is
[A]. location of the instrument station is always distant from each of the three rays from the known points in proportion to their distances @
[B]. when looking in the direction of each of the given points, the instrument station will be on the right side of one and left side of the other ray
[C]. when the instrument station is outside the circumscribing circle its location is always on the opposite side of the ray to the most distant point as the inter-section of the other two rays
[D]. none of these.
Lehmann’s rules
- If the position of plane table station is inside the great triangle, its plotted position should be chosen inside the triangle of error.
- If the position of the plane table station is outside the great triangle, its plotted position should be chosen outside the triangle of error.
- The plotted position of the plane table should be so chosen that its distance from the resistors is proportional to the distance of the plane table station from the field positions of the considered objects.
- The plotted position of the plane table should be so chosen that it is to the same side of all the three rays.
4(a). If the position of the plane table station is outside the great circle, its plotted position should be so chosen that
It lies on the same side of the ray to the most distant point as the intersection k of the other two rays.
The intersection of two rays to the nearer points, is midway between the plotted position of the station and the ray to the most distant point.
lehmann+rule+plane+table+survey.
4(b). If the position of plane table station is outside the great triangle but inside the great circle, the plotted position of the station is so chosen that the ray to the middle point lies between plotted station position and the intersection of the rays to the two extreme points.
The accuracy of measurement in chain surveying, does not depend upon
[A]. length of the offset
[B]. scale of the plotting
[C]. importance of the features
[D]. general layout of the chain lines. @
Length, Scale and Features are important.
General layout is because it doesn’t matter how we deal with the plan or layout. Measured distance should be accurate.
Diopter is the power of a lens having a focal length of
[A]. 25 cm [B]. 50 cm [C]. 75 cm [D]. 100 cm @ [E]. 125 cm
1D = 1/f, where f = 100 cm or 1 m.
The ‘fix’ of a plane table station with three known points, is bad if the plane table station lies
[A]. in the great triangle
[B]. outside the great triangle
[C]. on the circumference of the circumscribing circle @
[D]. none of these.
We draw lines to the three points and draw circle joining these three points.
So if the station is on the circumference then it maybe difficult to calculate area and degree.
If R is the radius of the main curve, θ the angle of deflection, S the shift and L the length of the transition curve, then, total tangent length of the curve, is
[A]. (R - S) tan θ/2 - L/2 [B]. (R + S) tan θ/2 - L/2 [C]. (R + S) tan θ/2 + L/2 @ [D]. (R - S) tan θ/2 + L/2 [E]. (R - S) cos θ/2 + L/2
If R is the radius of the main curve, θ the angle of deflection, S the shift and L the length of the transition curve, then, total tangent length of the curve, is
[A]. (R - S) tan θ/2 - L/2 [B]. (R + S) tan θ/2 - L/2 [C]. (R + S) tan θ/2 + L/2 @ [D]. (R - S) tan θ/2 + L/2 [E]. (R - S) cos θ/2 + L/2
In chain surveying field work is limited to
[A]. linear measurements only @
[B]. angular measurements only
[C]. both linear and angular measurements
[D]. all the above.
In chain surveying field work is limited to
[A]. linear measurements only @
[B]. angular measurements only
[C]. both linear and angular measurements
[D]. all the above.
While viewing through a level telescope and moving the eye slightly, a relative movement occurs between the image of the levelling staff and the cross hairs. The instrument is
[A]. correctly focussed
[B]. not correctly focussed
[C]. said to have parallax @
[D]. free from parallax.
Parallax is a displacement or difference in the apparent position of an object viewed along two different lines of sight and it is measured by the angle or semi-angle of inclination between those two lines.
Accuracy of ‘fix’ by two point problem, is
[A]. bad
[B]. good
[C]. not reliable @
[D]. unique.
Two point problem consists of locating the position of plane table station (fix) on the drawing sheet by observation of two well-defined points. Whos positions have already been plotted on the plan.
A bearing of a line is also known as
[A]. magnetic bearing
[B]. true bearing @
[C]. azimuth
[D]. reduced bearing
Magnetic bearing is also called “bearing” & true bearing is also known as “azimuth”.
If θ is the slope of the ground and l is the measured distance, the correction is [A]. 2l sin2 θ/2 @ [B]. 2l cos2 θ/2 [C]. 2l tan2 θ/2 [D]. 2l cot2 θ/2.
If θ is the slope of the ground and l is the measured distance, the correction is [A]. 2l sin2 θ/2 @ [B]. 2l cos2 θ/2 [C]. 2l tan2 θ/2 [D]. 2l cot2 θ/2.
The most reliable method of plotting a theodolite traverse, is
[A]. by consecutive co-ordinates of each station
[B]. by independent co-ordinates of each station @
[C]. by plotting included angles and scaling off each traverse leg
[D]. by the tangent method of plotting.
By independent coordinate method, the latitudes and departure are located by common origin and the error will not be cumulative which occurs in depended or consecutive coordinate method of traversing.
The difference of level between a point below the plane of sight and one above, is the sum of two staff readings and an error would be produced equal to
[A]. the distance between the zero of gradient and the foot of the staff
[B]. twice the distance between the zero of graduation and the foot of the staff @
[C]. thrice the distance between the zero of graduation and the foot of the staff
[D]. none of the above.
The difference of level between a point below the plane of sight and one above, is the sum of two staff readings and an error would be produced equal to
[A]. the distance between the zero of gradient and the foot of the staff
[B]. twice the distance between the zero of graduation and the foot of the staff @
[C]. thrice the distance between the zero of graduation and the foot of the staff
[D]. none of the above.
The difference of level between a point below the plane of sight and one above, is the sum of two staff readings and an error would be produced equal to
[A]. the distance between the zero of gradient and the foot of the staff
[B]. twice the distance between the zero of graduation and the foot of the staff @
[C]. thrice the distance between the zero of graduation and the foot of the staff
[D]. none of the above.
The displacement due to angular error =Lsin.
and it should be equal to displacement due to Linear error = L/r.
Corresponding displacement on paper=√2(L/r)(1/S)= √2(Lsin-/S).
Corresponding if a limit of accuracy in plotting is 0.05cm then,
√2(L/r)(1/S)=.05,
L= (.05x40x20)/√2.
= 28.28.
Where S=1 in accuracy.
r=1 in scale.
The probable error of the adjusted bearing at the middle is
[A]. 0.5 r√n @
[B]. rn
[C]. rn
[D]. rn.
Its just like error at nth station =n*e/N in link traverse.
Here, a probable error at initial=0, similarly at the end is r√(n).
At middle would be averagei .e=r* √(n)/2.
If the radius of a simple curve is R, the length of the chord for calculating offsets by the method of chords produced, should not exceed.
[A]. R/10
[B]. R/15
[C]. R/20 @
[D]. R/25.
Offset can be more than 15 is called as long offset, but it should not be greater than 20. That’s why c is the correct answer.
Pick up the correct statement from the following :
[A]. Box sextant is used for the measurement of horizontal angles
[B]. Cross staff is used for setting out right angles
[C]. Gradiometer is used for setting out any required gradient
[D]. Line ranger is used for locating intermediate stations on a survey line
[E]. All the above. @
Pick up the correct statement from the following :
[A]. Box sextant is used for the measurement of horizontal angles
[B]. Cross staff is used for setting out right angles
[C]. Gradiometer is used for setting out any required gradient
[D]. Line ranger is used for locating intermediate stations on a survey line
[E]. All the above. @
Pick up the correct statement from the following :
[A]. in astronomical telescope, the rays from the object after refraction at the objective are brought to a focus before entering the eyepiece to produce a real inverted image in front of the eye piece
[B]. in Galileo’s telescope, the rays from the object get refracted at the objective and are intercepted by the eyepiece before a real image is formed
[C]. a line passing through the optical centre of the objective traversing through the eyepiece, is called line of sight
[D]. the line of sight which passes through the intersection of cross-lines marked on a diaphragm fixed in front of the eyepiece in a plane at right-angles to the axis, is called the line of collimation
[E]. all the above. @
Pick up the correct statement from the following :
[A]. in astronomical telescope, the rays from the object after refraction at the objective are brought to a focus before entering the eyepiece to produce a real inverted image in front of the eye piece
[B]. in Galileo’s telescope, the rays from the object get refracted at the objective and are intercepted by the eyepiece before a real image is formed
[C]. a line passing through the optical centre of the objective traversing through the eyepiece, is called line of sight
[D]. the line of sight which passes through the intersection of cross-lines marked on a diaphragm fixed in front of the eyepiece in a plane at right-angles to the axis, is called the line of collimation
[E]. all the above. @
Orientation of a plane table by solving two point problem is only adopted when
[A]. saving of time is a main factor
[B]. better accuracy is a main factor
[C]. given points are inaccessible @
[D]. none of these.
Orientation of a plane table by solving two point problem is only adopted when
[A]. saving of time is a main factor
[B]. better accuracy is a main factor
[C]. given points are inaccessible @
[D]. none of these.
The sum of the interior angles of a geometrical figure laid on the surface of the earth differs from that of the corresponding plane figure only to the extent of one second for every
[A]. 100 sq. km of area
[B]. 150 sq. km of area
[C]. 200 sq. km of area @
[D]. none of these.
The sum of the interior angles of a geometrical figure laid on the surface of the earth differs from that of the corresponding plane figure only to the extent of one second for every
[A]. 100 sq. km of area
[B]. 150 sq. km of area
[C]. 200 sq. km of area @
[D]. none of these.
The best method of interpolation of contours, is by
[A]. estimation
[B]. graphical means
[C]. computation @
[D]. all of these.
Computation means arithmetical calculation.
Pick up the correct specification of Ramsden eyepiece from the following :
[A]. it consists of two equal piano convex lenses
[B]. the curved surfaces of plano-convex lenses face each other
[C]. the two lenses are separated by a distance equal to 2/3 of the focal length of either lens.
[D]. the distance between the diaphragm and the front lens of the eyepiece is kept equal to 1/4 th of the focal length of a lens so that rays from a point on the diaphragm enter the eye as a parallel beam
[E]. all the above. @
Pick up the correct specification of Ramsden eyepiece from the following :
[A]. it consists of two equal piano convex lenses
[B]. the curved surfaces of plano-convex lenses face each other
[C]. the two lenses are separated by a distance equal to 2/3 of the focal length of either lens.
[D]. the distance between the diaphragm and the front lens of the eyepiece is kept equal to 1/4 th of the focal length of a lens so that rays from a point on the diaphragm enter the eye as a parallel beam
[E]. all the above. @
Deviation of the actual road gradient from the proposed contou’r gradient up hill side, involves
[A]. embankment on the centre line
[B]. excavation on the centre line @
[C]. earth work on the centre line
[D]. none of these.
Deviation of the actual road gradient from the proposed contou’r gradient up hill side, involves
[A]. embankment on the centre line
[B]. excavation on the centre line @
[C]. earth work on the centre line
[D]. none of these.
When the bubble of the level tube of a level, remains central
[A]. line of sight is horizontal @
[B]. axis of the telescope is horizontal
[C]. line of collimation is horizontal
[D]. geometrical axis of the telescope is horizontal.
couldnt understand
Cross hairs in surveying telescopes, are fitted
[A]. in the objective glass
[B]. at the centre of the telescope
[C]. at the optical centre of the eye piece
[D]. in front of the eye piece. @
Crosshair is placed on an optical center of the diaphragm which is in front of an eyepiece.
Plotting of inaccessible points on a plane table, is done by
[A]. intersection @
[B]. traversing
[C]. radiation
[D]. none of these.
Radiation method is used for detailed plotting of accessible point and used in plain area.
Intersection method is used for detailed plotting of inaccessible point used in a hilly area.
Probable systematic error in precise levelling as recommended by International Geodetic Association should not exceed
(where k is in kilometers.)
[A]. ± 0.1 k mm
[B]. ± 0.2 k mm
[C]. ± 0.1 k
[D]. 0.2 k mm. @
+/- 0.2√km is the right answer. K is in km.
For setting out a simple curve, using two theodolites.
[A]. offsets from tangents are required
[B]. offsets from chord produced are required
[C]. offsets from long chord are required
[D]. deflection angles from Rankine’s formula are required
[E]. none of these. @
In two theodolite method, curves are staked out by angular measurements only. Accuracy attained in this method is quite high. Thus, the method is used when higher accuracy is required and when the topography is rough or field condition is difficult.
Under “Fundamental Geometry of Circular Curve”;
The underlying principle of this method is that the deflection angle between a tangent (at any point on a circle) and a chord is equal to the angle which the chord subtends in the alternate segment.
The desired sensitivity of a bubble tube with 2 mm divisions is 30”. The radius of the bubble tube should be
[A]. 13.75 m @
[B]. 3.44 m
[C]. 1375 m
[D]. none of these.
The desired sensitivity of a bubble tube with 2 mm divisions is 30”. The radius of the bubble tube should be
[A]. 13.75 m @
[B]. 3.44 m
[C]. 1375 m
[D]. none of these.
True meridian of different places
[A]. converge from the south pole to the north pole
[B]. converge from the north pole to the south pole
[C]. converge from the equator to the poles @
[D]. run parallel to each other.
True meridian of different places
[A]. converge from the south pole to the north pole
[B]. converge from the north pole to the south pole
[C]. converge from the equator to the poles @
[D]. run parallel to each other.
Centering error of a theodolite produces an error
[A]. in all angles equally
[B]. which does not vary with the direction or pointing
[C]. which varies with the direction of pointing and inversely with the length of sight @
[D]. none of these.
Centering error of a theodolite produces an error
[A]. in all angles equally
[B]. which does not vary with the direction or pointing
[C]. which varies with the direction of pointing and inversely with the length of sight @
[D]. none of these.
An ideal transition curve is
[A]. cubic parabola
[B]. cubic spiral
[C]. clothoid spiral @
[D]. true spiral.
IRC recommends Spiral or clothoid as the ideal transition curve due to following reasons.
- It satisfies that rate of change of centrifugal acceleration is constant i.e., Ls.R = constant. Where Ls = length of transition curve R = radius of the curve.
- The calculation and field implementation of the spiral curve is simple and easy.
- It enhances aesthetics also.
A. Cubic parabola - Railway.
B. Cubic spiral - Road.
C. Clothoid spiral - Ideal.
Pantagraph is used for
[A]. measuring distances
[B]. measuring areas
[C]. enlarging or reducing plans @
[D]. setting out right angles
It is a minor instrument, and also it is working on the principle if similar triangles, by that way from the basis of similar triangles it will enlarge or reduce the maps.
For a curve of radius 100 m and normal chord 10 m, the Rankine’s deflection angle, is
[A]. 0°25'.95 [B]. 0°35'.95 [C]. 1°25'.53 [D]. 1°35'.95 [E]. 2°51'.53. @
Deflection = (180xc)/2x3.14R.
= 180X10/2X3.14X100.
= 2dree51’.
In optical reading instruments
[A]. the vertical circle is usually continuous from 0° to 359°
[B]. the readings increase when the telescope is elevated in the face left position
[C]. the readings decrease when the telescope is elevated in the face right position
[D]. all the above. @
In optical reading instruments
[A]. the vertical circle is usually continuous from 0° to 359°
[B]. the readings increase when the telescope is elevated in the face left position
[C]. the readings decrease when the telescope is elevated in the face right position
[D]. all the above. @
Prismatic compass is considered more accurate than a surveyor’s compass, because
[A]. it is provided with a better magnetic needle
[B]. it is provided with a sliding glass in the object vane
[C]. its graduations are in whole circle bearings
[D]. it is provided with a prism to facilitate reading of its graduated circle @
[E]. both (c) and (d).
E is correct one.
Prismatic Compass
Graduation circle is fixed to broad type needle. Hence, it will not rotate with the line of sight.
There is a prism at viewing end.
Sighting and reading can be done simultaneously.
The magnetic needle do not act as an index.
The graduations are in whole circle bearing.
Graduations are marked inverted since its reflection is read through prism.
The reading is taken through a prism.
Tripod may or may not be used. It can be held on a stretched hand also.
Surveyors Compass
Graduation circle is fixed to the box. Hence, it rotates with the line of sight.
At viewing end there is no prism. There is only a slit.
Sighting and viewing cannot be done simultaneously.
Magnetic needle acts as index while reading.
The graduations are in quadrantal system.
Graduations are marked directly. They are not inverted.
The reading is taken by directly viewing from top glass.
Tripod is essential for using it.
Removal of parallax, may be achieved by focussing
[A]. the objective
[B]. the eye-piece
[C]. the objective and the eye-piece @
[D]. none of these.
The effect whereby the position or direction of an object appears to differ when viewed from different positions.
In an internal focusing telescope
[A]. the objective is at a fixed distance from the diaphragm
[B]. the focusing is done by the sliding of a divergent lens.
[C]. the focusing divergent lens is situated at about the middle of the tube
[D]. all the above. @
In an internal focusing telescope
[A]. the objective is at a fixed distance from the diaphragm
[B]. the focusing is done by the sliding of a divergent lens.
[C]. the focusing divergent lens is situated at about the middle of the tube
[D]. all the above. @
Imaginary line passing through points having equal magnetic declination is termed as
[A]. isogon @
[B]. agonic line
[C]. isoclinic line
[D]. none of these.
ISOGONIC—–> same declination.
AGONIC——–> zero declination.
ISOCLINIC——> same dip.
ACLINIC———> zero dip.
While measuring a chain line between two stations A and B intervened by a raised ground
[A]. vision gets obstructed @
[B]. chaining gets obstructed
[C]. both vision and chaining get obstructed
[D]. all the above.
While measuring a chain line between two stations A and B intervened by a raised ground
[A]. vision gets obstructed @
[B]. chaining gets obstructed
[C]. both vision and chaining get obstructed
[D]. all the above.
The true meridian of a place is the line in which earth’s surface is intersected by a plane through
[A]. east and west points
[B]. zenith and nadir points
[C]. north and south geographical poles @
[D]. north and south magnetic poles.
The true meridian passing through a station on surface on earth is the line of intersection of a plane passing through the geographical north and south poles of the earth with its actual surface.
The least count of a vernier scale is
[A]. sum of the smallest divisions of main and vernier scales
[B]. value of one division of the primary scale divided by total number of divisions of vernier scale @
[C]. value of one division of vernier scale divided by total number of divisions of primary scale
[D]. none of these.
The least count of a vernier scale is
[A]. sum of the smallest divisions of main and vernier scales
[B]. value of one division of the primary scale divided by total number of divisions of vernier scale @
[C]. value of one division of vernier scale divided by total number of divisions of primary scale
[D]. none of these.
Which one of the following procedures for getting accurate orientation is the most distinctive feature of the art of plane tabling
[A]. radiation
[B]. intersection
[C]. traversing
[D]. resection. @
All options are method of plan tabling.
Resection: This method is used for establishing the instrument station only. After mixing the stations, the details either located by radiation or intersection.
Diurnal variation of magnetic declination is
[A]. greater at equator than nearer the poles
[B]. less at equator than nearer the poles @
[C]. less in summer than in winter
[D]. same at all latitudes and during different months.
The daily variation of magnetic declination is as much as 10^2. This variation is also known as Dirunal Variation. The following factors influence its magnitude:
(a) It is more in the day and less in the night.
(b) It is more in summer and less in winter.
(c) A number of variation changes from year to year.
(d) It is more near magnetic poles and less near the equator.
The ‘fix’ of a plane table from three known points, is good, if
[A]. middle station is nearest @
[B]. middle station is farthest
[C]. either the right or left station is nearest
[D]. none of these.
The ‘fix’ of a plane table from three known points, is good, if
[A]. middle station is nearest @
[B]. middle station is farthest
[C]. either the right or left station is nearest
[D]. none of these.
If the smallest division of a vernier is longer than the smallest division of its primary scale, the vernier is known as
[A]. direct vernier
[B]. double vernier
[C]. retrograde vernier @
[D]. simple vernier.
If the smallest division of a vernier is longer than the smallest division of its primary scale, the vernier is known as
[A]. direct vernier
[B]. double vernier
[C]. retrograde vernier @
[D]. simple vernier.
The ‘point of curve’ of a simple circular curve, is
[A]. point of tangency
[B]. point of commencement @
[C]. point of intersection
[D]. mid-point of the curve
The ‘point of curve’ of a simple circular curve, is
[A]. point of tangency
[B]. point of commencement @
[C]. point of intersection
[D]. mid-point of the curve
For orientation of a plane table with three points A, B and C, Bessel’s drill is
[A]. Align b through a and draw a ray towards c, align a through b and draw a ray towards c, finally align c through the point of intersection of the previously drawn rays
[B]. Align c through a and draw a ray towards b, align a through c and draw a ray towards b, finally align b through the point of intersection of the previously drawn rays
[C]. Align c through b and draw a ray towards a, align b through c and draw a ray towards a, finally align a, through the point of intersection of the previously, drawn rays
[D]. In the first two steps any two of the points may be used and a ray drawn towards the third point, which is sighted through the point of intersection of previously drawn rays in the final step. @
For orientation of a plane table with three points A, B and C, Bessel’s drill is
[A]. Align b through a and draw a ray towards c, align a through b and draw a ray towards c, finally align c through the point of intersection of the previously drawn rays
[B]. Align c through a and draw a ray towards b, align a through c and draw a ray towards b, finally align b through the point of intersection of the previously drawn rays
[C]. Align c through b and draw a ray towards a, align b through c and draw a ray towards a, finally align a, through the point of intersection of the previously, drawn rays
[D]. In the first two steps any two of the points may be used and a ray drawn towards the third point, which is sighted through the point of intersection of previously drawn rays in the final step. @
The minimum range for sliding the focusing lens in the internal focusing telescope for focusing at all distances beyond 4 m is
[A]. 5 mm
[B]. 10 mm
[C]. 15 mm
[D]. 20 mm. @
Focusing lence is in multiple.
So, multiple of 4 is only 20 in options.
Pick up the correct statement from the following :
[A]. If the slope of the curve of a mass diagram in the direction of increasing abscissa is downward, it indicates an embankment
[B]. The vertical distance between a maximum ordinate and the next forward maximum ordinate represents the whole volume of the embankment
[C]. The vertical distance between a minimum ordinate and the next forward maximum ordinate represents the whole volume of a cutting
[D]. The area enclosed by a loop of the curve and balancing line, measures the haul in that direction.
[E]. all the above. @
Pick up the correct statement from the following :
[A]. If the slope of the curve of a mass diagram in the direction of increasing abscissa is downward, it indicates an embankment
[B]. The vertical distance between a maximum ordinate and the next forward maximum ordinate represents the whole volume of the embankment
[C]. The vertical distance between a minimum ordinate and the next forward maximum ordinate represents the whole volume of a cutting
[D]. The area enclosed by a loop of the curve and balancing line, measures the haul in that direction.
[E]. all the above. @
The slope correction may be ignored if
[A]. the slope of the ground is less than 3°
[B]. to slope of the ground is say 1 in 19
[C]. both (a) and (b) @
[D]. neither (a) nor (b)
The slope correction may be ignored if
[A]. the slope of the ground is less than 3°
[B]. to slope of the ground is say 1 in 19
[C]. both (a) and (b) @
[D]. neither (a) nor (b)
The orthographical projection of a traverse leg upon the reference meridian, is known as
[A]. departure of leg
[B]. latitude to the leg @
[C]. co-ordinate of the leg
[D]. bearing of the leg.
From the reference, meridian (N-pole) is = departure of the leg.
Upon the reference, the meridian is = latitude to the leg.
A transit is oriented by setting its vernier A to read the back azimuth of the preceding line. A back sight on the preceding transit station taken and transit is rotated about its vertical axis. The vernier A reads
[A]. azimuth of the forward line @
[B]. bearing of the. forward line
[C]. back bearing of the forward line
[D]. equal to 360°-azimuth of the forward line.
A transit is oriented by setting its vernier A to read the back azimuth of the preceding line. A back sight on the preceding transit station taken and transit is rotated about its vertical axis. The vernier A reads
[A]. azimuth of the forward line @
[B]. bearing of the. forward line
[C]. back bearing of the forward line
[D]. equal to 360°-azimuth of the forward line.
Correction per chain length of 100 links along a slope of α radians, is
[A]. 100 α2
[B]. 100 α @
[C]. 100 α3
[D]. 100 α-1
Correction per chain length of 100 links along a slope of α radians, is
[A]. 100 α2
[B]. 100 α @
[C]. 100 α3
[D]. 100 α-1
While working on a plane table, the correct rule is :
[A]. Draw continuous lines from all instrument stations
[B]. Draw short rays sufficient to contain the points sought @
[C]. Intersection should be obtained by actually drawing second rays
[D]. Take maximum number of sights as possible from each station to distant objects.
While working on a plane table, the correct rule is :
[A]. Draw continuous lines from all instrument stations
[B]. Draw short rays sufficient to contain the points sought @
[C]. Intersection should be obtained by actually drawing second rays
[D]. Take maximum number of sights as possible from each station to distant objects.
The representation of general topography of a very flat terrain is possible only
[A]. by drawing contours at large interval
[B]. by drawing contours at small interval
[C]. by giving spot levels at large interval
[D]. by giving spot levels to salient features at close interval. @
The representation of general topography of a very flat terrain is possible only
[A]. by drawing contours at large interval
[B]. by drawing contours at small interval
[C]. by giving spot levels at large interval
[D]. by giving spot levels to salient features at close interval. @
Permanent adjustments of a level are
[A]. 2 in number @
[B]. 3 in number
[C]. 4 in number
[D]. 6 in number
The two adjustments are.
1) To make the axis of the bubble tube perpendicular to the vertical axis.
2) To make the line of collimation parallel to the axis of the bubble tube.