1. Measure each side
Record the length of every side and at least one diagonal in feet.
Calculator workspace
Enter your uneven side measurements to calculate total square footage, estimate materials, and plan your project.
Use the Uneven Sides Square Foot Calculator to measure the area of spaces where sides are not equal. Enter three side lengths for triangular areas using Heron's formula, or break complex shapes into triangles and trapezoids. Get instant results in square feet, square yards, square meters, and acres.
Choose a specialized calculator for your exact project — rooms, shapes, materials, outdoor areas, and unit conversions.
Uneven sides square footage equals the sum of triangular sub-areas calculated using Heron's formula. For 4-sided plots, split the shape with a diagonal into 2 triangles and calculate each area. For free-form layouts, see the irregular shape calculator.
Getting started
To calculate uneven sides square footage, measure all sides and at least one diagonal in feet. Split the shape into triangles using the diagonal. Calculate each triangle area with Heron's formula or (base × height) ÷ 2, then sum the totals.
Record the length of every side and at least one diagonal in feet.
Draw a diagonal to split the polygon into 2 triangles.
Calculate each triangle area and sum for total uneven sides square footage.
Quick reference
Material pricing
Uneven plot area times price per unit equals material cost. Apply the calculation to land plots, irregular gardens, and odd lot layouts.
There are 2 steps to calculate material cost:
Uneven plots need 10-15% extra material to handle cutting and fitting along the angled edges.
FAQ
For a triangle with three known sides, use Heron's formula: s = (a+b+c)/2, then Area = sqrt[s(s-a)(s-b)(s-c)]. For four-sided areas, split into two triangles using a diagonal measurement.
Measure a diagonal across the lot to create two triangles. Calculate each triangle area using Heron's formula (measure all three sides of each triangle), then add the two areas together.
Heron's formula calculates triangle area from three side lengths: First find s = (a+b+c)/2, then Area = sqrt[s(s-a)(s-b)(s-c)]. No angle measurement needed.
A triangle with sides 10, 12, and 14 feet has an area of approximately 58.79 square feet. Using Heron's formula: s = 18, Area = sqrt[18 x 8 x 6 x 4] = sqrt[3456] = 58.79 sq ft.
Yes, if you know the two parallel sides and the height between them, use: Area = [(a + b) / 2] x height. The non-parallel sides do not affect the area calculation.
Heron's formula gives exact results when side measurements are accurate. Measure each side carefully with a tape measure. Small measurement errors compound in the square root calculation.
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