1. Select your shape
Choose from rectangle, circle, triangle, trapezoid, L-shape, annulus, or wall-and-window layouts to match your project.
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 is the area of a shape where the sides are different lengths, measured in square feet. For triangular areas with three uneven sides, use Heron's formula: Area = sqrt[s(s-a)(s-b)(s-c)], where s = (a+b+c)/2. For four-sided shapes with uneven sides, split into two triangles and add their areas.
Getting started
To calculate square footage of an area with uneven sides, first determine the shape. For triangles, measure all three sides and use Heron's formula. For four-sided shapes, divide into two triangles by measuring a diagonal, then calculate each triangle and add the results.
Choose from rectangle, circle, triangle, trapezoid, L-shape, annulus, or wall-and-window layouts to match your project.
Input dimensions in feet, inches, yards, meters, or centimeters. The Square Foot Calculator converts units automatically.
View results in square feet, square yards, square meters, and acres. Add a material price per unit to estimate total project cost.
Quick reference
Material pricing
Enter the price per square foot of material to estimate total cost. The calculator accepts pricing in square feet, square inches, square yards, or square meters and converts to the correct total based on your area.
There are 2 steps to calculate material cost:
To calculate the volume of bulk materials like mulch or gravel for landscaping, convert area to cubic yards or cubic meters by multiplying the area by the depth of material.
Core formula
Area is the amount of space occupied by a 2-dimensional shape. The shape could be a floor, a wall, a playground, or a field. The simplest formula for area applies to any rectangular shape:
Measure the length and width of the space in feet. Multiply the two values to get the area in square feet. A rectangular room that is 12 feet (3.66 meters) long and 10 feet (3.05 meters) wide has an area of 120 sq ft (11.15 sq m).
Square yardage is area measured in yards, and square meters is area measured in meters. Measure in feet, find the area in square feet, then convert to the unit you need.
For an L-shape room, split the floor into 2 rectangular sections, calculate each area, and add the results. Convert all measurements to the same unit before multiplying, if your dimensions are in different units like inches and feet.
Convert other units of measure to feet with these 4 formulas:
| From | To Feet | Formula |
|---|---|---|
| Inches | Feet | Divide by 12 |
| Yards | Feet | Multiply by 3 |
| Meters | Feet | Multiply by 3.28084 |
| Centimeters | Feet | Divide by 30.48 |
For example, 48 inches ÷ 12 = 4 feet. A measurement of 5 meters × 3.28084 = 16.40 feet. The Square Foot Calculator handles these conversions automatically when you select the input unit.
Unit conversion
Measure your space in inches or centimeters, calculate area in square inches or square centimeters, then convert to any unit you need, including square feet, square yards, square meters, or acres.
| Unit | Square Feet Equivalent |
|---|---|
| 1 sq ft | 144 sq in |
| 1 sq yd | 9 sq ft |
| 1 sq m | 10.764 sq ft |
| 1 acre | 43,560 sq ft |
A 300 sq ft room equals 33.33 sq yd, 27.87 sq m, or 43,200 sq in. The Square Footage Calculator displays all conversions at once so you can compare units for flooring, carpet, or tiling projects without manual math.
Shape formulas
The Square Foot Calculator supports 11 shape formulas for construction, interior design, landscaping, and flooring projects. Each formula below includes a diagram with labeled dimensions.
Using measurements in feet: Area = √[s(s − a)(s − b)(s − c)], where s = (a + b + c) ÷ 2. This is Heron's formula. The 3 sides of the triangle do not need to be the same length. Enter the length of each side in feet and the Square Foot Calculator returns the area in square feet, square yards, and square meters. Use this for corner plots, angled architectural sections, and triangular installation zones.
Using measurements in feet: Area (ft²) = [(a + b) ÷ 2] × h. The variables a and b are the 2 parallel sides, and h is the perpendicular height between the parallel sides. A trapezoid with parallel sides of 8 feet (2.44 meters) and 14 feet (4.27 meters), with a height of 6 feet (1.83 meters), has an area of 66 sq ft (6.13 sq m).
Waste factor
Add a 10% surplus to your calculated area to account for material waste during cutting, breakage, and pattern matching. This waste factor applies to flooring, carpet, tiling projects, and landscaping materials.
A room with 200 sq ft of floor area needs 220 sq ft of material: 200 × 1.10 = 220 sq ft. Increase the surplus to 15% (multiply by 1.15) for diagonal flooring installation patterns or complex tiling projects with many cuts. The Square Foot Calculator includes a waste factor field for this calculation.
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.