Free GELE Exam Flashcards

Memorize 50 essential terms and definitions for the Philippine Geodetic Engineers Licensure Examination (GELE). See the term, recall the definition, then flip to check yourself.

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GELE practice scope under Republic Act No. 8560

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About These GELE Flashcards

These 50 flashcards are designed to help you memorize key terms and definitions for the Philippine Geodetic Engineers Licensure Examination (GELE). Each card shows a term on the front and its definition on the back—the classic flashcard format for vocabulary memorization. Use these alongside our practice questions to build both recall and comprehension.

Topics Covered

Laws, Rules and Regulations10 cards
Mathematics10 cards
Theory and Practice in Surveying10 cards
Geodesy10 cards
Cartography10 cards

Complete Flashcard Reference

Review every term in this set. Open any term to reveal its definition.

GELE practice scope under Republic Act No. 8560

The statute covers mathematics; surveying practice; property, cadastral, mining, geodetic, engineering, and construction surveys; cartography and photogrammetry; geodesy; and specified land, resource, property, and professional-law topics.

Board of Geodetic Engineering versus the PRC

The Professional Regulatory Board of Geodetic Engineering regulates the profession within the PRC framework; the PRC administers the national licensure system and examination processes.

GELE passing standard

A candidate needs a weighted general average of at least 70% and must not receive a grade below 55% in any subject.

A 70% overall GELE average with one subject below 55%

The candidate must re-examine only in the subject or subjects below 55%; the overall average alone does not satisfy the statutory passing rule.

Re-examination interval after a third GELE failure

Republic Act No. 8560 requires a one-year interval from the last examination before the next attempt.

Regalian Doctrine in land-law review

It is the principle that lands and natural resources belong to the State unless a recognized legal basis establishes private ownership or a lawful grant.

A public-land surveyor's first legal question

Determine the land classification and the authority under which a disposition, survey, or occupation is claimed before treating the parcel as privately alienable land.

Purpose of a cadastral survey in land registration

It identifies and relates parcel boundaries, corner monuments, areas, and adjoining claims so that land parcels can be located and described for registration and administration.

Professional responsibility for signed and sealed survey plans

A registered geodetic engineer who prepares or supervises the work signs and seals the plan and is professionally accountable for that work.

Ethical response to survey evidence outside an engineer's competence

Do not represent unverified work as competent professional work; obtain qualified assistance or decline the task while protecting the client's and public's interests.

Residual and correction in an adjusted observation

If residual v equals observed minus adjusted, the correction equals adjusted minus observed, or -v.

Weighted mean of observations

Compute it as the sum of each observation times its weight divided by the sum of the weights. Higher weight gives an observation more influence.

Least-squares adjustment objective

It selects adjusted values that minimize the sum of weighted squared residuals while satisfying the applicable observation equations or constraints.

Variance versus standard deviation

Variance is the average squared dispersion in the relevant model; standard deviation is its square root and is expressed in the observation's units.

Plane-coordinate distance between two points

Use the Pythagorean relation: square root of the squared easting difference plus the squared northing difference.

Derivative and integral in a surveying calculation

A derivative describes an instantaneous rate of change or slope; an integral accumulates a quantity, such as area under a curve or a change derived from a rate.

When to use the law of sines in a survey triangle

Use it when a known side-angle pair and another angle or side relate opposite sides and angles; each side divided by the sine of its opposite angle is constant.

When to use the law of cosines in a survey triangle

Use it to solve a side from two sides and their included angle, or an angle from all three sides; it generalizes the Pythagorean theorem.

Static equilibrium check for a surveying support or structure

For planar equilibrium, the sums of forces in each coordinate direction and the sum of moments must each be zero.

Present worth of a future amount

For a future amount F after n periods at rate i, present worth is F divided by (1 + i) to the nth power.

Latitude and departure of a traverse line

Latitude is the north-south component and departure is the east-west component of the line, computed from its distance and direction.

Linear error of closure

It is the magnitude of the vector formed by the traverse's unbalanced latitude and departure after summing the measured lines.

Relative precision of a closed traverse

Express it as total traverse length divided by linear error of closure, commonly stated as 1:n. A larger n indicates a smaller closure error relative to length.

Bowditch rule

It distributes a traverse's latitude and departure misclosure to each course in proportion to that course's length when angles and distances have comparable precision.

Height-of-instrument leveling relationship

Height of instrument equals a known point elevation plus its backsight; an observed point elevation equals height of instrument minus its foresight or intermediate sight.

Tangent length of a simple circular curve

For radius R and intersection angle Delta, tangent length T equals R times tan(Delta divided by 2).

Control survey versus detail survey

A control survey establishes an accurate reference framework; a detail survey locates features relative to that framework for mapping, design, or documentation.

Topographic, hydrographic, and cadastral survey distinction

Topographic work maps terrain and surface features; hydrographic work measures water bodies and submerged features; cadastral work identifies parcel boundaries and land interests.

Random error versus systematic error

Random error varies unpredictably among observations and is reduced by repetition and adjustment; systematic error has a consistent cause and requires calibration, modeling, or correction.

Purpose of a field-book check before adjustment

It detects transcription, arithmetic, setup, and identification errors before mathematical adjustment masks them as ordinary observation residuals.

Geodetic datum

It is a defined reference system, including a reference ellipsoid and its position and orientation, used to express geographic or geocentric coordinates consistently.

Geodetic latitude versus geocentric latitude

Geodetic latitude is the angle between the ellipsoid normal and the equatorial plane; geocentric latitude is the angle between the Earth's center-to-point radius and that plane.

Geoid, ellipsoid, and GNSS height

The ellipsoid is a mathematical reference surface, while the geoid approximates a gravity-related mean-sea-level surface. Ellipsoidal height h, orthometric height H, and geoid undulation N relate as H = h - N.

Grid convergence

It is the angular difference between grid north and geodetic north at a location, so a grid bearing or azimuth may need a convergence correction when related to geodetic directions.

GNSS pseudorange versus carrier-phase observation

Pseudorange is code-based and gives meter-level raw range information; carrier phase measures the signal's phase with much higher precision but requires resolving integer ambiguities.

GNSS almanac versus ephemeris

An almanac provides coarse orbital and status information for the constellation; an ephemeris gives precise, time-specific orbit information for an individual satellite.

GNSS multipath

It occurs when reflected signals reach the antenna in addition to the direct signal, biasing code and carrier observations. Good site selection and antenna practices help reduce it.

Static GNSS surveying versus RTK

Static surveying uses longer simultaneous observations and later processing for high-accuracy baselines; RTK uses real-time corrections to provide centimeter-level positions when conditions and ambiguities permit.

Triangulation, trilateration, and traversing

Triangulation primarily derives positions from measured angles, trilateration from measured distances, and traversing from connected measured lengths and directions or angles.

Horizontal control and vertical control

Horizontal control establishes plan position coordinates; vertical control establishes elevations or height differences. A network adjustment evaluates their observations together under their respective models.

Map projection selection

Choose a projection according to the map's purpose, area, orientation, extent, and the property that must be best preserved, such as shape, area, distance, or direction.

Conformal versus equal-area projection

A conformal projection preserves local angles and shapes but distorts area; an equal-area projection preserves relative area but generally distorts local shapes or angles.

Coordinate transformation before combining mapped data

Identify each dataset's datum, projection, coordinate reference system, units, and transformation parameters; convert through an appropriate documented transformation before overlaying or measuring.

Representative fraction map scale

A scale of 1:N means one unit on the map represents N of the same units on the ground. A smaller denominator is a larger-scale, more detailed map.

Essential evidence on an isolated survey plan

The plotted plan must communicate the parcel geometry and survey basis clearly, including identifiable corners and boundary lines, measurements or coordinates, scale, north reference, and the responsible professional's required certification.

Vector data versus raster data in GIS

Vector data represents discrete points, lines, and polygons with coordinates and attributes; raster data stores values in a grid of cells, useful for imagery and continuous surfaces.

Spatial attribute versus nonspatial attribute in GIS

Spatial attributes describe location or geometry; nonspatial attributes describe associated facts, such as a parcel identifier, land use, owner field, or survey date.

Chart datum in hydrographic plotting

It is the stated vertical reference for reported depths or soundings. Using the correct datum lets mariners and map users interpret water depths consistently.

Approximate vertical aerial-photo scale

For a near-vertical photograph over relatively level terrain, scale is approximately camera focal length divided by flying height above the ground.

Ground control's role in an orthophoto or drone map

Well-distributed, accurately surveyed ground control anchors the imagery to the target coordinate system and supports checking positional accuracy after processing.

Frequently Asked Questions

Which GELE table of specifications does this set follow?

It follows the PRC 2025 Enhanced Tables of Specifications, approved for the October 2025 GELE and subsequent examination schedules.

How is the current official GELE blueprint organized?

The table assigns 20% subject weight to each of Laws, Rules and Regulations; Mathematics; Theory and Practice in Surveying; Geodesy; and Cartography. Its subject-item total is 395.

Why are there only 50 cards when the official table lists 395 items?

The 50-card allocation is editorial: 10 cards per official subject. It is a review aid, not a copy of the examination or a prediction of item wording.

What score is required to pass the GELE?

Republic Act No. 8560 requires a weighted general average of at least 70%, with no subject grade below 55%.

What happens after a third unsuccessful GELE attempt?

Under Section 17 of Republic Act No. 8560, a candidate may take the next examination only after one year from the last examination taken.

How is the 2026 GELE scheduled?

The PRC 2026 schedule lists Geodetic Engineers as a two-day Computer-Based Licensure Examination on September 23-24, 2026.

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