TryBuildCalc

Plot Area in Square Feet Calculator (Land Area, Perimeter & Cost Estimate)

Calculate plot area, perimeter, conversions, and estimated land value.

Inputs

Plot Dimensions

ℹ️Depth is the distance from frontage/road side to the rear boundary.

ℹ️Frontage is the road-facing plot width, such as 30 ft road-facing and 40 ft depth.

Unit & Cost Settings

ℹ️Optional. Enter land rate and choose whether it is per sq ft, sq yd, m², acre, or hectare.

Optional Deductions

Deduct road widening, setback, or corner chamfer area to see the usable construction area.

Plot Area

1,200 sq ft

Area in Sq Ft: 1,200 sq ft

Area in Sq Yards: 133.33 sq yd

Area in m²: 111.48

Shape Used: Rectangle

Perimeter

140 ft

Perimeter in Feet: 140 ft

Perimeter in Meters: 42.67 m

Perimeter in Yards: 46.67 yd

Land Unit Conversion

Sq Ft: 1,200

Sq Yards: 133.33

m²: 111.48

Acres: 0.0275

Hectares: 0.0111

Approximate results for planning only. Verify with a professional.

Plot Area VisualizationLength = 40 ftWidth = 30 ftArea = Length x WidthRectangle PlotArea1,200 sq ftPerimeter140 ftDiagram simplified for clarity (not to scale)

Looking for the verification checklist, reference tables, or tips and mistakes?See the complete Plot Area Calculator.

Plot area in square feet

This page keeps the Output Unit fixed to square feet — the most common unit for property listings and construction planning — showing a default 30 ft x 40 ft plot's 1,200 sq ft area as the primary result.

Square feet stays the headline figure here even though the calculator still computes every other unit (sq yd, m², acre, hectare) alongside it in the result card, so switching plots doesn't mean losing the other conversions.

  • Output unit: square feet.
  • Default plot: 30 ft x 40 ft.
  • Area: 1,200 sq ft.

Plot Area Calculator Formula & Calculation

Step 1 - Select the plot shape

The calculator first applies the correct formula for the selected plot shape. Rectangle and square plots use side dimensions, triangle plots use base and perpendicular height, circular plots use radius or diameter, and trapezoid plots use two parallel sides with height.

Rectangle Area = Length x Width

Square Area = Side x Side

Triangle Area = 0.5 x Base x Height

Circle Area = pi x Radius²

Trapezoid Area = 0.5 x (Side A + Side B) x Height

Step 1b - Irregular (polygon) plots use the shoelace formula

For an irregular plot entered as corner points (X₁,Y₁), (X₂,Y₂) ... (Xₙ,Yₙ) walked in order around the boundary, the exact area comes from the shoelace formula — named for the crisscross pattern the multiplication makes when written out.

Area = 0.5 × |Σ(Xᵢ × Yᵢ₊₁ − Xᵢ₊₁ × Yᵢ)|

(sum runs over every consecutive pair of corners, wrapping the last point back to the first)

Worked example with the default 6-point L-shaped plot — (0,0), (40,0), (40,20), (20,20), (20,30), (0,30) in feet:

(0×0 − 40×0) + (40×20 − 40×0) + (40×20 − 20×20) + (20×30 − 20×20) + (20×30 − 0×30) + (0×0 − 0×30)

= 0 + 800 + 400 + 200 + 600 + 0 = 2,000

Area = 0.5 × |2,000| = 1,000 sq ft

Step 2 - Calculate perimeter

Rectangle Perimeter = 2 × (Length + Width)

Square Perimeter = 4 × Side

Circle Circumference = 2 × π × Radius

Triangle and trapezoid perimeter are estimated from the entered height and sides.

Polygon Perimeter = sum of the straight-line distance between every consecutive pair of corners, including the closing edge back to the first point.

Step 3 - Convert area units

1 sq yd = 9 sq ft

1 m² = 10.7639 sq ft

1 acre = 43,560 sq ft

1 hectare = 10,000 m²

Step 4 - Estimate plot value

Estimated Plot Value = Plot Area in Rate Unit × Rate per Unit

Example Plot Area Calculation Using This Calculator

These examples show how the calculator works for every supported plot shape. The currently selected shape uses your entered inputs where possible, while the remaining shapes use default example values.

You haven't entered a land rate above, so these examples use a default placeholder rate: 4,000 per sq ft. Enter your own rate in the calculator to see the estimated value calculated with real figures.

Rectangle plot example

Selected shape

A common residential rectangular plot using frontage and depth.

  • Depth / Length = 40 ft
  • Frontage / Width = 30 ft
  • Rate = 4,000 per sq ft

Step 1 - Plot area

Area = 40 × 30 = 1,200 sq ft

Step 2 - Unit conversion

Area in Sq Yards = 133.33 sq yd

Area in m² = 111.48

Area in Cent = 2.75 cent

Step 3 - Perimeter

Perimeter = 140 ft

Step 4 - Estimated value

Plot Value = 1,200 × 4,000 = 48,00,000

Square plot example

A square plot where all sides are equal.

  • Side = 30 ft
  • Rate = 4,000 per sq ft

Step 1 - Plot area

Area = 30 × 30 = 900 sq ft

Step 2 - Unit conversion

Area in Sq Yards = 100 sq yd

Area in m² = 83.61

Area in Cent = 2.07 cent

Step 3 - Perimeter

Perimeter = 120 ft

Step 4 - Estimated value

Plot Value = 900 × 4,000 = 36,00,000

Triangle plot example

A triangular plot measured by base and perpendicular height.

  • Base = 30 ft
  • Height = 40 ft
  • Rate = 4,000 per sq ft

Step 1 - Plot area

Area = 0.5 × 30 × 40 = 600 sq ft

Step 2 - Unit conversion

Area in Sq Yards = 66.67 sq yd

Area in m² = 55.74

Area in Cent = 1.38 cent

Step 3 - Perimeter

Perimeter = 115.44 ft

Step 4 - Estimated value

Plot Value = 600 × 4,000 = 24,00,000

Circle plot example

A circular plot or circular landscape area measured by radius.

  • Radius = 20 ft
  • Rate = 4,000 per sq ft

Step 1 - Plot area

Area = π × 20² = 1,256.64 sq ft

Step 2 - Unit conversion

Area in Sq Yards = 139.63 sq yd

Area in m² = 116.75

Area in Cent = 2.88 cent

Step 3 - Perimeter

Perimeter = 125.66 ft

Step 4 - Estimated value

Plot Value = 1,256.64 × 4,000 = 50,26,560

Trapezoid plot example

A plot with two parallel sides and a perpendicular height.

  • Parallel Side A = 50 ft
  • Parallel Side B = 30 ft
  • Height = 40 ft
  • Rate = 4,000 per sq ft

Step 1 - Plot area

Area = 0.5 × (50 + 30) × 40 = 1,600 sq ft

Step 2 - Unit conversion

Area in Sq Yards = 177.78 sq yd

Area in m² = 148.64

Area in Cent = 3.67 cent

Step 3 - Perimeter

Perimeter = 162.46 ft

Step 4 - Estimated value

Plot Value = 1,600 × 4,000 = 64,00,000

Irregular (L-shaped) plot example

An L-shaped plot entered as boundary corner points, walked in order from a reference corner.

  • Point 1 (X, Y) = 0, 0 ft
  • Point 2 (X, Y) = 40, 0 ft
  • Point 3 (X, Y) = 40, 20 ft
  • Point 4 (X, Y) = 20, 20 ft
  • Point 5 (X, Y) = 20, 30 ft
  • Point 6 (X, Y) = 0, 30 ft
  • Rate = 4,000 per sq ft

Step 1 - Plot area

Area = Shoelace formula using 6 boundary points = 1,000 sq ft

Step 2 - Unit conversion

Area in Sq Yards = 111.11 sq yd

Area in m² = 92.9

Area in Cent = 2.3 cent

Step 3 - Perimeter

Perimeter = 140 ft

Step 4 - Estimated value

Plot Value = 1,000 × 4,000 = 40,00,000

This page keeps things focused on the calculation above. For the full construction guide — verification checklist, reference tables, usage steps, tips, common mistakes, and limitations.See the complete Plot Area Calculator.

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FAQ

Square feet is the most commonly quoted unit in property listings, construction drawings, and material rate quotations in many regions, so this page's Output Unit is pre-set to sq ft, showing 1,200 sq ft as the headline result for the default 30x40 ft plot.
Yes — the result card shows every conversion (sq yd, m², acre, hectare) regardless of which Output Unit is selected; changing Output Unit only changes which figure is shown as the primary, larger result.