Estimate irregular shape area using coordinate points, trapezoid strips, rectangles, triangles, or a known area. Calculate area, perimeter, square feet, acres, square meters, material units, waste, and project cost.
Coordinate points mode:
The calculator uses the shoelace formula to estimate the enclosed area from x,y points entered in order around the shape.
Trapezoid strip mode:
The calculator estimates area between measured widths by multiplying station spacing by the average of adjacent widths.
Parts mode:
The calculator adds rectangle areas and triangle areas to estimate the total irregular area.
Known area mode:
The calculator converts your known area into square feet, square yards, square meters, acres, and other useful units.
An irregular area calculator helps estimate areas that are not simple squares, rectangles, triangles, or circles. It is useful for yards, lawns, gardens, fields, landscaping, patios, ponds, lots, flooring, and land measurements.
It can help calculate square feet, square yards, square meters, acres, perimeter, edging, material quantity, waste, material cost, labor cost, and estimated total project cost.
Your result shows estimated irregular area, area with waste, perimeter or boundary length, square yards, square meters, acres, material units, material cost, edging or boundary cost, labor cost, and estimated total cost.
You can split the shape into smaller rectangles and triangles, use coordinate points with the shoelace formula, or measure widths across the shape and use the trapezoid strip method.
The coordinate method uses ordered x,y points around the outside of the shape. The calculator applies the shoelace formula to estimate the enclosed area.
The trapezoid strip method measures widths across the shape at several distances. Each section is estimated as the distance between stations times the average of the two widths.
Many projects use 5% to 15% extra for waste, overlap, cuts, curves, and ordering buffer. Highly irregular shapes may need more.
No. It is an estimate. Actual area can vary by measurement accuracy, curves, slopes, uneven boundaries, point order, spacing between measurements, and installation method.