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Which of the following is not used in measuring perpendicular offsets?
  • a)
    Line ranger
  • b)
    Steel tape
  • c)
    Optical square
  • d)
    Cross staff
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Which of the following is not used in measuring perpendicular offsets...
Perpendicular offsets may be set by
A. Using cross staffs
There are three types of cross-staff
1. Open cross-staff
2. The French cross-staff and
3. The Adjustable cross-staff
B. Using optical Square
C. Using Prism square
D. Using Steel tape
Hence, line ranger is not used for measuring perpendicular offsets
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Most Upvoted Answer
Which of the following is not used in measuring perpendicular offsets...
Measuring Perpendicular Offsets

Perpendicular offsets refer to the measurement of the distance between a point and a line perpendicular to it. This is commonly used in surveying and engineering for various applications. Different tools can be used to measure perpendicular offsets, such as:

1. Steel Tape
A steel tape measure is a long, thin strip of steel used to measure distances. It is durable and accurate, making it a common tool for measuring perpendicular offsets.

2. Optical Square
An optical square is a device that uses mirrors to reflect a beam of light at a 90-degree angle. It is used to measure and set right angles and can be used for perpendicular offsets.

3. Cross Staff
A cross staff is an instrument used for measuring angles and distances. It consists of two perpendicular rulers that intersect at a right angle. One ruler is used to measure the perpendicular distance.

4. Line Ranger
A line ranger is not a tool used for measuring perpendicular offsets. It is a type of surveying instrument used to measure the distance between two points in a straight line.

Thus, option A, Line Ranger, is not used in measuring perpendicular offsets.
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Which of the following is not used in measuring perpendicular offsets?a)Line rangerb)Steel tapec)Optical squared)Cross staffCorrect answer is option 'A'. Can you explain this answer?
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