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Deed Analysis Guide

How to check whether a metes and bounds description actually closes

Every metes-and-bounds legal description makes a promise: follow the bearings and distances from the point of beginning and you end up back where you started. The "closure check" — running the traverse and measuring how far the last point lands from the POB — is how you find out whether that promise is true before you draft, file, or insure around it.

What "closure" means

A boundary description is a list of courses: a bearing like N 45°12'30" E paired with a distance like 212.40 feet. Starting at the POB, each course produces a new point. If the description is geometrically consistent, the final course ends at the POB. The gap between where the traverse ends and where it began is the misclosure (or "error of closure").

Surveyors grade the misclosure with the precision ratio: traverse perimeter divided by misclosure. A 2,000 ft parcel closing to 0.5 ft is roughly 1:4,000. Older deeds legitimately close looser than modern work — context matters — but a gross misclosure usually means a transcription error, not sloppy surveying.

Checking it by hand

  1. List the calls. Write down every course in order — bearing quadrant first (NE, SE, SW, NW), then degrees-minutes-seconds, then distance and unit.
  2. Convert bearings to azimuth. NE = the angle; SE = 180° − angle; SW = 180° + angle; NW = 360° − angle. This is the step people get wrong most often.
  3. Run the traverse. For each course, compute the departure (distance × sin azimuth) and latitude (distance × cos azimuth) and accumulate them. Corrected for a real spheroid it's a geodesic problem — on paper, plane math is close enough to find big errors.
  4. Measure the misclosure. After the last call, the accumulated position minus the POB is your gap in feet.
  5. Compute the precision ratio and compare it to the era and quality of the survey.

A worked example

Call: S 89°12'36" E, 611.49 ft Quadrant SE → azimuth = 180° − 89.21° = 90.79° Departure ≈ 611.49 × sin(90.79°) ≈ +611.45 ft (east) Latitude ≈ 611.49 × cos(90.79°) ≈ −8.52 ft (south)

Repeat for every call, sum the departures and latitudes, and the total is your misclosure vector.

Why deeds fail to close (the usual suspects)

The fast way: an automated closure audit

The Polygon Closure Auditor does the whole traverse for you. Upload a PDF, DOCX, or a phone photo of the recorded page — vision OCR extracts the calls, monument ties and exception tracts are separated out, curves fall back to chord values, and the traverse is computed geodesically on WGS84. You get the misclosure in feet and meters, the precision ratio, acreage, and a map of the parcel on real satellite imagery.

When a description fails to close, the error detective tests the common transcription errors — flipped quadrants, transposed digits, misread degrees — and points at the single call most likely to blame, so you can check it against the recorded document instead of re-running everything.

Audit a deed free

Your first closure audit is free — upload the deed and see the traverse, the misclosure, and the parcel on the map in about a minute.

Try the auditor

Common questions

What precision ratio should a deed close at?

There's no single legal threshold. Modern ALTA work is often 1:10,000 or tighter; 19th-century rural deeds can legitimately run 1:1,000 or looser. What matters is whether a miss is consistent with the survey era — or a transcription defect you should chase down.

Does a misclosure mean the deed is wrong?

Not necessarily. Monuments on the ground control over measurements on paper in boundary retracement. A misclosure tells you the written description isn't internally consistent — a flag for review, not a verdict on the property line.

Can the auditor plot the parcel on a real map?

Yes — when a deed references a PLSS section corner ("from which the NE corner bears…"), the auditor can pull the surveyed section geometry from the BLM and anchor the traverse to real coordinates.