Land & Property How-To

How to Calculate Acreage — Formula, Conversion Chart & Irregular Lots

Every deed, listing and tax record boils land size down to one number: acres. Whether you're staring at a rectangular lot, an oddly shaped pasture, or a set of GPS coordinates from a survey, here is the full formula, a conversion chart, the irregular-lot method, and three worked examples so you get the number right the first time.

Lahcen Senhaji
Founder, CalcyTools
Updated July 28, 2026 13 min read
Aerial view of a rural land parcel divided by fence lines and tree rows

Whatever shape the boundary takes, every acreage calculation comes back to the same 43,560 square foot rule.

Every land question eventually comes down to the same number: how many acres is this? A real estate listing, a property deed, a tax assessment, a USDA program application, a fencing quote — nearly all of them describe land size in acres, not square feet. And whether you are staring at a perfectly rectangular suburban lot or an oddly shaped back forty, the underlying math is the same, well-defined arithmetic. (Conversion figures and land-measurement conventions cross-checked against NIST Handbook 44 and the USDA Natural Resources Conservation Service.)

The acre has an odd, centuries-old origin, but the modern definition is fixed and simple: 43,560 square feet, full stop. This guide walks through where that number comes from, the core formula, a full conversion chart, how to handle irregular and multi-shaped parcels, how acreage is calculated from GPS coordinates and plat maps, three fully worked examples, and the mistakes that most often throw the number off.

The 10-second version

Acres = Total area in square feet ÷ 43,560. One acre also equals 4,840 square yards, 1/640 of a square mile, and about 4,046.86 square meters (0.4047 hectares). For a rectangle, area = length × width. For irregular land, split the parcel into rectangles and triangles, total the square footage, then divide by 43,560.

The Quick Answer

Three facts cover almost every acreage question, and if you only remember these you can size up nearly any parcel:

  • The formula: Acres = Area in square feet ÷ 43,560
  • The core conversion: 1 acre = 43,560 sq ft = 4,840 sq yd = 1/640 sq mile
  • For a simple rectangle: multiply length × width in feet, then divide by 43,560

Everything else in this guide — irregular shapes, GPS coordinates, conversion charts — is a variation on that same division by 43,560. Get comfortable with that one number and the rest is just geometry.

What an Acre Actually Is (and Where 43,560 Comes From)

The acre predates standardized measurement by centuries. In medieval England, an acre was informally defined as the amount of land a yoke of oxen could plow in a single day — a practical, if imprecise, unit. It was eventually standardized as a strip of land one furlong long (660 feet) by one chain wide (66 feet), since that was a convenient plowing distance before the team needed to turn around. Multiply those two numbers and you get 43,560 square feet — the figure that has defined the acre ever since, long after anyone measured land with oxen.

Today the acre is a fixed unit of area, independent of shape. A parcel does not need to be a 660-by-66-foot strip to be an acre — it just needs to enclose 43,560 square feet, whatever shape that takes. The full set of equivalents:

  • 1 acre = 43,560 square feet
  • 1 acre = 4,840 square yards
  • 1 acre = 160 square rods (an older land-survey unit)
  • 1 acre = 1/640 of a square mile (there are 640 acres in a square mile)
  • 1 acre = 4,046.86 square meters
  • 1 acre = 0.4047 hectares
  • A perfectly square acre measures about 208.71 feet on each side

That last point is worth sitting with: real land is almost never a perfect square, so "how long is one side of an acre" is rarely the useful question. What matters is the total enclosed area, calculated however the shape requires.

The Basic Acreage Formula

The formula behind every acreage calculation, regardless of shape:

Acreage from Square Feet
Acres = Area (sq ft) ÷ 43,560
Where Area is the total enclosed square footage of the parcel, calculated with whatever geometric formula matches its shape.
Area of a Simple Rectangle
Area = Length × Width
Both dimensions in feet. This covers the majority of residential lots and quarter-quarter sections.

Converting other units to acres

Not every measurement starts in square feet. The same division principle applies, just with a different denominator:

  • Square yards → acres: divide by 4,840
  • Square meters → acres: divide by 4,046.86
  • Hectares → acres: multiply by 2.471
  • Square miles → acres: multiply by 640

The margin for real-world measurement

Field measurements — a tape, a measuring wheel, or a GPS trace — always carry some error, and that error compounds as it's squared into an area. A boundary measured a few inches off on each side can shift the calculated acreage by a percent or more on a large parcel. For anything with legal or financial weight — a purchase, a boundary dispute, a fencing contract — treat a hand-calculated acreage as an estimate and confirm against the deed, a recorded plat, or a licensed survey before relying on it.

Step-by-Step: How to Calculate Acreage

The four steps that handle nearly any parcel, simple or irregular:

  1. Get accurate measurements. Use a measuring wheel, laser distance meter, or long tape for a direct measurement, or pull the dimensions from a deed, recorded plat, or GPS-recorded boundary.
  2. Calculate the area in square feet. Apply the formula that matches the shape — length × width for a rectangle, ½ × base × height for a triangle, or split an irregular parcel into simpler shapes and total them.
  3. Divide by 43,560. That single division converts square footage into acres.
  4. Verify against the deed, plat, or assessor record. If a licensed survey already exists for the property, use its figure as the authoritative acreage; treat your own calculation as a useful cross-check or an estimate for unsurveyed portions.
Worked Example — 200 ft × 300 ft Rectangular Lot
Inputs: Length = 200 ft, Width = 300 ft
Area = 200 × 300 = 60,000 sq ft
Acres = 60,000 ÷ 43,560 = 1.38 acres
The whole calculation is two operations: multiply the sides, then divide by 43,560.

Acreage Conversion Chart

Common square footage figures converted to acres, with a rough visual comparison to make the scale easier to picture:

Square FeetAcresRoughly Equivalent To
5,000 sq ft0.11 acresSmall urban lot
10,000 sq ft0.23 acresTypical suburban quarter-lot
21,780 sq ft0.50 acresHalf acre — common rural homesite minimum
43,560 sq ft1.00 acreAbout three-quarters of a football field
87,120 sq ft2.00 acresSmall hobby-farm parcel
130,680 sq ft3.00 acresLarge rural homesite
217,800 sq ft5.00 acresSmall horse property
435,600 sq ft10.00 acresAbout 7.5 football fields
1,000,000 sq ft22.96 acresSmall crop field
2,178,000 sq ft50.00 acresMedium farm parcel
4,356,000 sq ft100.00 acresRoughly a 1/6 of a square mile
27,878,400 sq ft640.00 acresOne full square mile (a survey "section")

Every row in that table is the same operation: square footage divided by 43,560. Once that number is second nature, you can sanity-check any acreage figure in your head.

How to Calculate Acreage for Irregular-Shaped Land

Very little land is a perfect rectangle. Property lines follow old surveys, rivers, roads, and adjoining parcels, which means most real-world acreage calculations involve a shape with more than four sides, curved edges, or a mix of angles. The good news is that the method doesn't change — you just do the geometry in pieces.

The triangulation method

The most reliable hand-calculation approach for an irregular parcel:

  1. Sketch the boundary to scale, using measured or plat-map distances.
  2. Divide the shape into rectangles, triangles, and trapezoids — simple shapes with known area formulas.
  3. Calculate each piece separately: rectangle = length × width; triangle = ½ × base × height; trapezoid = ½ × (base 1 + base 2) × height.
  4. Add every piece together to get total square footage.
  5. Divide by 43,560 to get acres.

For a curved boundary — a pond edge, a creek, a rounded corner — a circle or a partial-circle segment often approximates it closely enough: area of a full circle is π × radius², and a quarter-circle is that value divided by four.

Using aerial maps and GIS tools

For anything more complex than a few straight-sided pieces, most people skip manual triangulation entirely and use a satellite-imagery tool or a county GIS parcel viewer. These let you trace or click around a boundary on an aerial photo, and the tool calculates the enclosed area automatically — the same underlying math, just automated. County assessor and GIS websites usually publish the recorded acreage for every parcel for free, which is worth checking before doing any calculation by hand.

Gross acreage vs. usable acreage

The acreage on a deed or plat is the total enclosed land area — it does not subtract wetlands, easements, road frontage, steep slopes, or setback zones. If you're evaluating land for building, farming, or grazing, the buildable or usable area can be meaningfully smaller than the deeded acreage. Check zoning setbacks, recorded easements, and any conservation or floodplain restrictions separately.

Calculating Acreage from GPS Coordinates or a Plat Map

When a parcel boundary is defined by a series of GPS coordinates — from a handheld GPS survey, a drone flight, or a metes-and-bounds legal description — the standard tool is the shoelace formula (also called the surveyor's formula), which computes the area of any polygon directly from its corner coordinates.

The Shoelace Formula
Area = ½ × |Σ(xᵢ × yᵢ₊₁ − xᵢ₊₁ × yᵢ)|
Sum the cross-products of each pair of consecutive corner coordinates around the polygon, take half the absolute value, and the result is the enclosed area in the same units as the coordinates.

One catch: latitude and longitude in degrees are not evenly spaced distances — a degree of longitude covers a different ground distance depending on how far you are from the equator. Before applying the shoelace formula to raw GPS coordinates, convert them into a flat, distance-based coordinate system such as UTM or a state plane coordinate system. Once the coordinates represent actual feet or meters on a flat plane, the shoelace formula gives an accurate area, which you then divide by 43,560 (or 4,046.86 for square meters) to get acres.

In practice, almost nobody does this by hand. GIS software, most drone-mapping platforms, and online acreage calculators that accept a traced or coordinate-based boundary handle the coordinate conversion and shoelace calculation automatically — you draw or upload the boundary and get square footage and acres back directly.

"An acre isn't a shape — it's an amount. A square acre runs about 208.7 feet on a side, but real land almost never comes that tidy."
— The one fact that makes acreage math click

Three Worked Examples

Example 1 — Suburban rectangular lot

Scenario: A residential lot measures 150 ft of street frontage by 200 ft of depth.

Calculation
Area = 150 × 200 = 30,000 sq ft
Acres = 30,000 ÷ 43,560 = 0.69 acres
Verdict: A little over two-thirds of an acre — a typical large suburban lot.

Example 2 — Irregular farm field (trapezoid)

Scenario: A field runs 800 ft along one edge and 650 ft along the parallel opposite edge, with a depth of 1,200 ft between them.

Calculation
Trapezoid area = ½ × (800 + 650) × 1,200
= ½ × 1,450 × 1,200 = 870,000 sq ft
Acres = 870,000 ÷ 43,560 = 19.97 acres
Verdict: Just under 20 acres — a typical mid-sized crop field.
Trapezoid area uses the average of the two parallel sides times the height (perpendicular distance) between them.

Example 3 — Circular pivot-irrigated field

Scenario: A center-pivot irrigation system covers a circular field with a radius of 1,320 ft (a quarter mile).

Calculation
Circle area = π × radius²
= 3.14159 × 1,320² = 5,474,163 sq ft
Acres = 5,474,163 ÷ 43,560 = 125.66 acres
Verdict: A quarter-mile-radius pivot field covers roughly 126 acres — notably less than the 160-acre square quarter-section it sits inside, since a circle inscribed in a square only covers about 78.5% of the square's area.
This is why pivot-irrigated fields leave visibly unirrigated corners in aerial photos — the circle never reaches the corners of the square parcel it's inscribed in.
Working from a lot size or building footprint instead?

If you're starting from a smaller measurement rather than a deeded parcel, the Square Footage Calculator handles multi-room and irregular building footprints, and the Acreage Calculator converts any square footage or set of dimensions straight into acres, hectares, and square meters.

Common Acreage Calculation Mistakes

The errors that most often throw an acreage figure off:

  • Confusing square feet with square yards. An acre is 43,560 square feet but only 4,840 square yards. Using the wrong figure inflates or shrinks the result by a factor of nine.
  • Using a diagonal measurement as a side length. Measuring corner-to-corner across a lot instead of along the actual boundary produces a distance longer than either side, and multiplying it into the area formula overstates the acreage significantly.
  • Treating an irregular lot as a rectangle. Multiplying the longest length by the widest width on a non-rectangular parcel almost always overstates the true area. Break the shape into pieces instead.
  • Applying the shoelace formula directly to latitude/longitude degrees. Degrees of longitude represent different ground distances depending on latitude. Convert to a flat coordinate system (UTM or state plane) first, or the resulting area will be wrong.
  • Rounding too early. Rounding a dimension before squaring or multiplying it compounds the error. Keep full precision through the calculation and round only the final acreage.
  • Ignoring easements, road right-of-way, and setbacks. Deeded acreage is the gross enclosed area — it doesn't reflect what's actually buildable or usable after zoning and easement restrictions are applied.
  • Assuming deeded acreage and fenced acreage match. Old fence lines drift from the legal boundary over decades. A fenced pasture can differ meaningfully from the surveyed parcel it sits on.
  • Skipping the survey when money is on the line. For a purchase, sale, or boundary dispute, a hand or online calculation is a useful estimate but not a substitute for a licensed survey.
"A calculator gets you a number in seconds. A licensed survey gets you a number you can put in a contract. Know which one you actually need."
— The distinction that matters most in any real land transaction
Get the number in seconds

Once you have the dimensions or the total square footage, the Acreage Calculator returns acres, hectares, square meters and square yards instantly — including support for irregular multi-section parcels. For a straightforward area measurement first, the Square Footage Calculator works the same way in square feet.

Key Takeaways

  • Acres = Area in square feet ÷ 43,560. That single division underlies every acreage calculation.
  • 1 acre = 43,560 sq ft = 4,840 sq yd = 1/640 sq mile = 4,046.86 sq m = 0.4047 hectares.
  • A perfectly square acre measures about 208.71 ft on each side — but real land is almost never square.
  • For irregular parcels, split the shape into rectangles, triangles and trapezoids, sum the areas, then divide by 43,560.
  • GPS-based acreage uses the shoelace formula on flat, distance-based coordinates (UTM or state plane) — never raw latitude/longitude degrees.
  • Deeded/gross acreage does not equal usable acreage once easements, setbacks and terrain are factored in.
  • County GIS parcel viewers and the property deed usually already contain a surveyed acreage figure — check there before calculating from scratch.
  • For anything with legal or financial weight, treat a self-calculated acreage as an estimate and confirm with a licensed survey.

Frequently Asked Questions

How do you calculate acreage?
Measure the land in square feet using the geometry that fits its shape — length × width for a rectangle, ½ × base × height for a triangle — then divide the total square footage by 43,560, the number of square feet in one acre. For irregular parcels, split the land into simple shapes, total their areas, then divide by 43,560.
How many square feet are in an acre?
One acre equals 43,560 square feet. It also equals 4,840 square yards, 160 square rods, 1/640 of a square mile, 4,046.86 square meters, and about 0.4047 hectares.
How do I calculate the acreage of an irregular-shaped lot?
Break the parcel into rectangles, triangles and trapezoids you can measure directly, calculate each piece's area in square feet, add all the pieces together, then divide the total by 43,560. For curved or complex boundaries, a plat map, county GIS parcel viewer, or a mapping tool that computes area from a traced or GPS boundary is faster and more accurate than hand triangulation.
What is the formula for converting square feet to acres?
Acres = total square feet ÷ 43,560. For example, a 21,780 sq ft lot equals 21,780 ÷ 43,560 = 0.5 acres.
How do I calculate acreage from GPS coordinates?
Convert the GPS latitude/longitude coordinates into a flat, distance-based coordinate system such as UTM or State Plane, then apply the shoelace formula — summing the cross-products of consecutive coordinate pairs around the polygon and taking half the absolute value — to get the area. Divide the result by 43,560 (or 4,046.86 for square meters) to get acres. Most people use GIS software or an online acreage calculator that automates this rather than computing it by hand.
How many acres is a football field?
An American football field including both end zones measures 360 ft × 160 ft = 57,600 sq ft, about 1.32 acres. The playing field alone (300 × 160 ft) is 48,000 sq ft, about 1.10 acres.
How do I convert acres to square miles?
Divide acres by 640, since one square mile equals 640 acres. For example, 320 acres ÷ 640 = 0.5 square miles.
Can I calculate acreage without measuring the entire property myself?
Yes. The property deed, a recorded plat map, or the county tax assessor's parcel record usually already lists the surveyed acreage, and most county GIS websites show a parcel's boundary and computed area for free. Field measurement or GPS calculation is mainly needed when no survey exists, or when measuring a portion of a larger parcel, such as a fenced pasture or building envelope.