A hundred square metres is a round number that turns up constantly in quotes and estimates, which is useful, because it makes a good yardstick. At a hundred millimetres it is ten cubic metres of concrete; at a hundred and fifty it is fifteen. Whatever your actual slab, working out how it compares to a hundred square me...
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RESULTS
VOLUME (exact)
10.00 m³
WITH 10% WASTE — order this amount
11.00 m³
25 KG BAGS
1000
≈ 0.01 m³ per 25 kg bag
ESTIMATED MATERIAL COST
$1,650
at $150/m³ + 10% waste
SLAB VISUALISER (not to scale)
SLAB SUMMARY
THICKNESS GUIDE
Paths, light paving
Foot traffic
Patios, residential slabs
Standard residential
Driveways, garage floors
Vehicles
Commercial floors
Heavy loads
UNIT CONVERSIONS
1 cubic yard = 27 cubic feet
1 cubic yard ≈ 0.765 m³
80 lb bag ≈ 0.6 cubic feet
60 lb bag ≈ 0.45 cubic feet
25 kg bag ≈ 0.01 m³
Always order 10% extra for waste
The calculator opens with 10 by 10 metres already entered. Adjust the thickness to match what the slab will carry — 100 mm for a pedestrian floor, 150 mm where a vehicle will use it.
Read the volume with and without the ten percent waste allowance. Order the figure with waste included; the exact figure is there so you can see how much of the order is margin.
Compare the bag count against the ready-mix load count. At 10.00 cubic metres this is past the point where bags make sense on cost or effort.
Switch to imperial with the unit toggle if you are working in feet and inches, or change the dimensions if your slab is not exactly 10m × 10m.
A 10m × 10m slab at 100 mm thick. The area is 10 × 10 = 100 m². Multiplying by the 0.1 m thickness gives 10.00 m³ of concrete. Adding ten percent for waste — for an uneven sub-base, spillage, and the last of the load left in the chute — brings the order quantity to 11.00 m³. That is about 26.4 tonnes. In 25 kg bags, at roughly 0.01 m³ of finished concrete per bag, that is 1,000 bags. From a truck holding 8 m³ it is 2 loads. At 150 mm instead, the same area needs 15.00 m³, or 16.50 m³ with waste — half again the concrete for half again the depth.
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Last updated: July 28, 2026 · Formula verified by EagleCalculator team · Eagle-eyed accuracy for every calculation.