Q1: During the alignment of a road by using direct ranging, the surveyor raises both the hands above his head and then, brings them down as a signal for his assistant. The correct action taken by his assistant would be _______.
  • considering that the ranging rod is at correct position
  • moving the ranging rod forward along the same line
  • moving the ranging rod backward along the same line
  • Lift the ranging rod above the knee level

Correct Answer: A. considering that the ranging rod is at correct position

Solution:

In chain surveying, specific hand signals are used for communication over distances. When the surveyor raises both hands and lowers them, it is the standard signal to indicate that the ranging rod is now correctly aligned on the survey line.

Q2: Which of the following statements are correct?
In chain/tape surveying, the 3-4-5 method can be used:
i. to set out a contour line
ii. to draw a perpendicular line to the chain line,
iii. to draw a perpendicular offset,
iv. to remove the obstacle to ranging.
  • i and iv
  • ii and iv
  • ii and iii
  • iii and iv

Correct Answer: C. ii and iii

Solution:

The 3-4-5 method is a practical application of the Pythagorean theorem to create a right angle (90°). This is used to set out perpendicular lines from a chain line, which includes perpendicular offsets. It is not used for contours or obstacles.

Q3: Among the following factors that can cause an error during distance measurement in chaining, the compensating error is caused by:
  • variation in temperature
  • sag in chain
  • careless holding and marking
  • bad ranging

Correct Answer: C. careless holding and marking

Solution:

Compensating errors are those that are liable to occur in either direction and tend to cancel out. Careless holding and marking can result in the measurement being slightly too long or too short, and these errors tend to average out over a long line. The other options are cumulative errors, which consistently affect the measurement in one direction.

Q4: Which of the following is the correct expression used to compute the hypotenusal allowance on a sloping ground, where δ = Angle of sloped ground?
  • Measured length on sloped ground (1-cosδ)²
  • Measured length on sloped ground (1-Secδ)²
  • Measured length on sloped ground (1-cosδ)
  • Measured length on sloped ground (Secδ - 1)

Correct Answer: D. Measured length on sloped ground (Secδ - 1)

Solution:

Hypotenusal allowance is the correction applied to measurements along a slope to find the true horizontal distance. The correction is given by the formula: L(sec(δ) - 1), where L is the measured length along the slope and δ is the angle of the slope.

Q5: The distance between two points measured during a hot summer by using a 30 m long chain was 2.4 km. At the end of the day's work, it was found that the chain was 2 decimetres longer. Which of the following is the correct option?
  • The measured distance is 16 m more than the actual distance.
  • The measured distance is 1.6 cm more than the actual distance.
  • The measured distance is 16 cm less than the actual distance.
  • The measured distance is 1600 cm less than the actual distance.

Correct Answer: D. The measured distance is 1600 cm less than the actual distance.

Solution:

This is a trick question. If the chain is longer than standard, the measured distance will be less than the actual distance. Correction per chain length = 0.2 m. Number of chain lengths = 2400m / 30m = 80. Total error = 80 * 0.2m = 16m = 1600cm. Since the chain was too long, the measured distance (2.4km) is shorter than the true distance. The error is negative, but the question asks for the relationship, which is that the measured distance is 1600 cm less than the actual distance.

Q6: Identify whether the given statements is/are correct or incorrect with respect to chain surveying.
i. Chain surveying is suitable for surveys of a small extent on open grounds to secure data for the exact description of the boundaries of a piece of land.
ii. The principle of chain surveying is triangulation.
  • Both statements i and ii are correct
  • Both statements i and ii are incorrect
  • Only statement ii is correct
  • Only statement i is correct

Correct Answer: A. Both statements i and ii are correct

Solution:

Statement (i) correctly describes the ideal use case for chain surveying. Statement (ii) is also correct, as the core principle of chain surveying is to divide the area into a network of triangles, as triangles are geometrically stable shapes that can be defined by their side lengths alone.

Q7: The length of a survey line measured with a 30 m chain was found to be 350 m. Calculate the true length of the line if the chain was 12 cm too long.
  • 349.42 m
  • 350.8 m
  • 351.4 m
  • 352.2 m

Correct Answer: C. 351.4 m

Solution:

True Length = (Actual length of chain / Designated length of chain) * Measured length.
Actual length of chain = 30 m + 12 cm = 30.12 m.
True Length = (30.12 / 30) * 350 = 351.4 m.

Q8: Which of the following errors in linear measurement by chains or tapes will always be negative?
  • Sag in chain
  • Temperature variation
  • Chain length too long
  • Bad ranging

Correct Answer: C. Chain length too long

Solution:

Error = Measured Value - True Value. If a chain is too long (e.g., 30.1m instead of 30m), it under-measures the true distance. The measured value will be less than the true value, resulting in a negative error. Sag and bad ranging lead to positive errors (measured value > true value). Temperature variation can be positive or negative.

Q9: Which of the following instruments can be used for oblique offsets, at angles other than 45 degrees?
  • Cross-staff
  • Optical square
  • Adjustable cross-staff
  • French cross-staff

Correct Answer: C. Adjustable cross-staff

Solution:

A standard cross-staff and optical square are used for setting out 90° angles. A French cross-staff can set out 45° and 90° angles. Only the adjustable cross-staff has a rotating upper cylinder that allows setting out any angle, making it suitable for oblique offsets.

Q10: The method of reciprocal ranging can be used in which of the following cases?
  • Obstacle to chaining but not ranging
  • Obstruction by a building
  • Obstruction by a river
  • Obstacle to ranging but not chaining

Correct Answer: D. Obstacle to ranging but not chaining

Solution:

Reciprocal ranging (or indirect ranging) is specifically used when the two end points of a survey line are not intervisible (e.g., due to a hill or rise in the ground). This creates an obstacle to ranging (seeing from one end to the other), but it does not prevent chaining (measuring) along the ground.

Q11: The minimum number of persons required for direct ranging is 2. Similarly, the number of persons required for indirect ranging is _______.
  • 3
  • 2
  • 1
  • 4

Correct Answer: B. 2

Solution:

While standard indirect ranging procedures often involve four people for efficiency (one at each end station and two ranging in between), it is technically possible for two skilled surveyors to perform the operation by alternating positions, though it is much less common and more time-consuming.

Q12: Chain survey is mainly done using the triangulation technique because:
  • it is needed to form a well-conditioned triangle
  • in triangulation, the survey work can be checked using a check line
  • triangles reduce the error by 30%
  • a triangle is the only simple figure that can be plotted from the length of its sides measured in the field

Correct Answer: D. a triangle is the only simple figure that can be plotted from the length of its sides measured in the field.

Solution:

A triangle is a rigid, geometrically stable shape. Once the lengths of all three sides are known, its shape and size are uniquely determined. This allows for accurate plotting without needing to measure any angles, which is the fundamental concept of chain (linear measurement only) surveying.

Q13: A 50 m tape is held 2 m out of line. What is the true length?
  • 48 m
  • 48.02 m
  • 49.02 m
  • 49.96 m

Correct Answer: D. 49.96 m

Solution:

The correction for misalignment is always negative and is calculated using the formula C = -d² / (2L), where d is the distance out of line and L is the measured length.
C = -(2)² / (2 * 50) = -4 / 100 = -0.04 m.
True Length = Measured Length + Correction = 50 m - 0.04 m = 49.96 m.

Q14: When a 30-metre chain is tested for its accuracy against a steel tape standardised at 20°C with an 8 kg pull, its overall length should NOT deviate beyond 30 m _____.
  • ±8 mm
  • ±5 mm
  • ±15 mm
  • ±10 mm

Correct Answer: A. ±8 mm

Solution:

According to Indian Standard IS 1492:1970, the tolerance for a new 30-metre chain is ±8 mm. This standard ensures that survey equipment maintains a required level of accuracy for reliable measurements.

Q15: Identify the biggest (or longest) of the main survey lines in chain surveying:
  • Base line
  • Check line
  • Tie line
  • Cross line

Correct Answer: A. Base line

Solution:

The base line is the longest and most important survey line in a chain survey. It forms the foundation of the survey's framework of triangles and is measured with the highest precision.