Surveying Principles and Practices Flashcards
7 cards from real LSIT practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.
Read the first 7 Surveying Principles and Practices flashcards as text
In differential leveling, what is the formula for the elevation of a new point?
Answer: Elevation = HI − Foresight
The new elevation equals the Height of Instrument (HI) minus the foresight rod reading: Elev = HI − FS.
What is the primary difference between a 'monument' and a 'marker' in boundary surveying?
Answer: A monument is a physical object occupying the true position of a corner; a marker is placed near but not at the corner
A monument occupies the exact corner position and controls the boundary, while a marker (or witness post) is placed nearby to help find the monument.
Which type of error increases proportionally with the number of instrument setups in a level circuit?
Answer: Collimation errors
Collimation error (line of sight not horizontal) is systematic and accumulates with each setup, increasing proportionally with the number of setups if backsight and foresight distances are unequal.
A traverse has a linear closure error of 0.12 ft over 1,200 ft total distance. What is the precision ratio?
Answer: 1/10,000
Precision = 1 / (total distance / closure error) = 1 / (1200 / 0.12) = 1/10,000.
In GNSS surveying, what does PDOP (Position Dilution of Precision) measure?
Answer: The combined geometric effect of satellite distribution on 3D position accuracy
PDOP quantifies how satellite geometry affects 3D position error; a low PDOP (≤3) indicates good geometry and better positional accuracy.
What is 'meandering' as used in the original Public Land Survey System (PLSS)?
Answer: Traversing the banks of navigable bodies of water to delineate the ordinary high-water mark
In the PLSS, meandering refers to running traverse lines along navigable waters to establish the ordinary high-water mark for patent purposes.
Which curve element represents the distance along the arc from the PC to the PT?
Answer: Length of Curve (L)
The Length of Curve (L) is the arc distance from the Point of Curvature (PC) to the Point of Tangency (PT), calculated as L = (Δ/360°) × 2πR.
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