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Lawn Mowing Time Calculator (How Long to Cut the Grass)

How long a lawn takes to mow, how far you walk, the area you get through per hour and the hours a season costs, from the lawn's area, the mower's width and your pace.

Results

Time to mow the lawn 23 min
Distance you walk 0.97 km
Area mown per hour 1035 m²/h
Hours of mowing in a year 11.6 h
How it changes
Time to mow the lawnCutting width of the mower 20 – 120. Time to mow the lawn: 53.3333 → 8.88889Time to mow the lawn020406020406080100120Cutting width of the mower (cm)

The dashed line marks the value you entered.

What this tool does

Mowing is a distance problem: you cover the lawn in strips as wide as the cutting width, less the overlap you leave so no stripe is missed, so the walk is area ÷ effective width. At a steady 3 km/h a 46 cm push mower with 10 % overlap gets through roughly 1200–1300 m² an hour before stops; add time for turns, emptying the grass box and obstacles (the extra-time field). A bigger cutting width helps more than walking faster, and the chart shows how quickly the time falls. It is also a handy way to size a robotic mower: divide the lawn by the area per hour it can cut.

Formula

distance = area ÷ (cutting width × (1 − overlap)) · time = distance ÷ speed × (1 + extra)

Variables

SymbolMeaningUnit
arArea of the lawnm²
cwCutting width of the mowercm
spYour walking speedkm/h
ovOverlap between passes%
exExtra time for turns, emptying the box and obstacles%
nmTimes you mow a year—
TTime to mow the lawnmin
DDistance you walkkm
RArea mown per hourm²/h
SHHours of mowing in a yearh

Worked example

  • Area of the lawn400 m²
  • Cutting width of the mower46 cm
  • Your walking speed3 km/h
  • Overlap between passes10 %
  • Extra time for turns, emptying the box and obstacles20 %
  • Times you mow a year30
  • Time to mow the lawn23 min
  • Distance you walk0.97 km
  • Area mown per hour1035 m²/h
  • Hours of mowing in a year11.6 h

Limitations

  • The result is an estimate based only on the values you type. Real situations often include factors this calculator does not know about.
  • The formula assumes ideal conditions: no friction losses, no air resistance and no efficiency losses unless you enter them.