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Surveying and Geomatics Flashcards

7 cards from real Civil Engineering PE 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 and Geomatics flashcards as text
  1. Two cross-sections 100 ft apart have areas of 120 sq ft and 180 sq ft. Using the average end area method, what is the earthwork volume in cubic yards?

    Answer: 555.6 cy

    V = ((A₁ + A₂)/2) × L = 150 × 100 = 15,000 cu ft; 15,000 ÷ 27 = 555.6 cy.

  2. A photogrammetric map has a scale of 1:20,000. A distance measured on the map is 3.5 cm. What is the actual ground distance?

    Answer: 700 m

    Ground distance = 3.5 cm × 20,000 = 70,000 cm = 700 m.

  3. If D = A + B where A = 100.00 ± 0.02 ft and B = 200.00 ± 0.03 ft (independent measurements), what is the propagated error in D?

    Answer: ± 0.036 ft

    Error in sum = √(eA² + eB²) = √(0.02² + 0.03²) = √(0.0013) ≈ 0.036 ft.

  4. What is the primary purpose of a control survey in an engineering project?

    Answer: To establish a reference framework of accurate points for all subsequent surveys

    Control surveys establish horizontal and vertical reference monuments that all project surveys are tied to, ensuring consistency across the entire project.

  5. A traverse line runs from Point A (N 100.0, E 200.0) to Point B (N 240.0, E 350.0). What is the bearing of line AB?

    Answer: N 47°00' E

    Bearing = N arctan(ΔE/ΔN) E = N arctan(150/140) = N arctan(1.071) ≈ N 47°00' E.

  6. The prismoidal formula for earthwork volumes gives more accurate results than the average end area method primarily when:

    Answer: The middle cross-section area differs significantly from the average of the two end areas

    The prismoidal correction is largest when the mid-section diverges from the simple average of end sections, accounting for the actual curved shape of the excavated solid.

  7. A total station reads 42°18'30" to Point B and 89°42'15" to Point C from Point A. What is the horizontal angle from B to C measured at Point A?

    Answer: 47°23'45"

    Angle B-to-C = 89°42'15" − 42°18'30": borrow 60" → 75"−30"=45"; (41'−18')=23'; (89°−42°)=47°; result = 47°23'45".