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Concrete Calculator

Slab, Footing & Post Hole Volume

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How the Concrete Calculator works

This concrete calculator works out the volume of a slab, footing or post hole. Pick what you are pouring, put the dimensions in, and the volume appears as you type — in cubic metres or cubic yards, with a waste allowance already added and the equivalent in bags of premix. Dimensions take units, so 100mm, 0.1, 4in and 5'6" are all understood.

The formula. Slab volume = length × width × depth, plus a 10% allowance; post hole volume = π × radius² × depth. For example, a 3 × 3 m slab 100 mm thick is 0.9 m³, or 0.99 m³ with waste. A second example: a 300 mm hole 600 mm deep is π × 0.15² × 0.6 = 0.042 m³ before waste. A cubic metre takes about 112 bags of 20 kg premix, which is how many bags turn the slab into 111.

Concrete slab calculator: length × width × depth, in one unit

Concrete volume is length × width × depth, and every one of those three numbers has to be in the same unit before you multiply. That is where most kitchen-table calculations fall over: the slab is measured in metres and the thickness in millimetres, and a factor of a thousand goes missing. This page takes the units with the number, so you can type the dimensions the way you measured them.

Post hole concrete calculator: the radius is half the diameter

Post holes are the other shape worth its own mode, because they are round. The volume of a cylinder is π × radius² × depth, and the radius is half the diameter — squaring the full diameter by mistake gives you four times too much concrete. Multiply by the number of holes and you have the pour.

Why the waste allowance is not padding

Order the exact calculated volume and you will run short, every time. Ground is uneven, so the base of a slab sits lower than the string line in places; formwork bows outward under the weight of wet concrete; subgrade absorbs water and a little material; some is left in the barrow, the chute and the mixer. Ten per cent is the conventional allowance for a slab on prepared ground and is what this page uses when you leave the field blank. Push it to 15% on rough or sloping ground, on a hand-dug excavation, or where the formwork is improvised. On post holes, allowance matters more than anywhere else: a hand-augered hole is never a clean cylinder, and belling out at the bottom — which is desirable structurally — means real holes routinely swallow 20% more than the geometry predicts.

The failure mode is asymmetric, and that should drive the decision

Too much concrete costs you the price of the excess and a wheelbarrow of spoil to dispose of. Too little means a cold joint: the first pour begins curing before the second arrives, and the two never bond into one slab. That joint is a permanent plane of weakness and a crack waiting to open along it. For a ready-mix delivery, round up to the next supplier increment — usually 0.2 m³ — and accept that you will waste some. For bagged premix, buy at least one spare bag; an unopened bag goes back to the store, an unfinished slab does not.

Bags of premix

The bag counts here use the yield printed on the bag: about 9 litres of wet concrete from a 20kg bag, about 0.45 cubic feet from a 60lb bag. Yields vary a little by brand and by how much water you add, and mixing by hand is slower than people expect — beyond roughly half a cubic metre, a mixer or a delivery is almost always the better call.

Concrete slab table

A 100 mm thick slab with 10% waste.

Concrete volume and 20 kg bags for a 100 mm slab

Slab size Concrete 20 kg bags
2 × 2 m 0.44 m³ about 49
3 × 2 m 0.66 m³ about 74
3 × 3 m 0.99 m³ about 111
4 × 2 m 0.88 m³ about 98
4 × 3 m 1.32 m³ about 147
4 × 4 m 1.76 m³ about 196
5 × 3 m 1.65 m³ about 184
5 × 4 m 2.20 m³ about 245
5 × 5 m 2.75 m³ about 306
6 × 3 m 1.98 m³ about 221
6 × 4 m 2.64 m³ about 294
6 × 5 m 3.30 m³ about 367
6 × 6 m 3.96 m³ about 441
7 × 4 m 3.08 m³ about 343
7 × 5 m 3.85 m³ about 428
8 × 4 m 3.52 m³ about 392
8 × 5 m 4.40 m³ about 489
8 × 6 m 5.28 m³ about 587
10 × 4 m 4.40 m³ about 489
10 × 5 m 5.50 m³ about 612
10 × 6 m 6.60 m³ about 734

FAQ

How much concrete do I need for a slab?

Multiply length by width by thickness with all three in the same unit, then add a waste allowance of about 10%. A 4 m × 3 m slab at 100 mm thick is 1.2 m³ of geometry, so order around 1.32 m³ — or the next increment your supplier delivers.

How much waste should I allow?

Ten per cent covers a slab poured on prepared, level ground. Allow 15% for uneven or sloping sites and hand-dug excavations, and up to 20% for augered post holes, which are never the neat cylinders the maths assumes and often bell out at the base.

How many bags of concrete are in a cubic metre?

Roughly 110 twenty-kilogram bags, since each yields about 9 litres of wet concrete. That is well over two tonnes to carry and mix by hand, which is why anything above about half a cubic metre is usually cheaper and far easier as a ready-mix delivery.

How do I calculate concrete for round post holes?

Use π × radius² × depth, where the radius is half the hole diameter, then multiply by the number of holes. Squaring the diameter instead of the radius is the classic error and overstates the volume by a factor of four.

Is it better to order too much concrete or too little?

Too much, without question. Excess costs you material and disposal, while running short mid-pour creates a cold joint where the first concrete has begun to cure before the rest arrives — a permanent weak plane through the slab that cannot be fixed afterwards.

How do I convert cubic metres of concrete to cubic yards?

Multiply by 1.308; one cubic metre is 1.308 cubic yards and one cubic yard is 0.765 cubic metres. A 1.32 m³ order is about 1.73 yd³. The imperial mode does this for you and takes the dimensions in feet and inches directly.

How many bags of concrete do I need for a 4 m by 3 m slab?

At 100 mm thick the slab is 1.2 m³, or 1.32 m³ with 10% waste, which is about 147 twenty-kilogram bags at 9 litres each. That is nearly three tonnes of premix to mix by hand, so at this size a ready-mix delivery rounded up to 1.4 m³ is the practical answer.

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