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Calculators & guides

Concrete Volume Calculator

Get the exact geometric volume of your pour in all four units at once — yd³, ft³, m³ and litres — before adding waste or cost.

Project type

Units

Geometry dimensions — schematic, not to scaleL (length)HW
Schematic · not to scale · quantity repeats the entire solid

Formula & solid model

V = L × W × H × Q

All lengths convert to metres before calculation. Blank waste = 0%. Zero dimensions or quantity produce zero volume. Display values are rounded; costs and bags use unrounded volumes.

Rectangular slab · incl. 10% waste

You need approximately 1.358 cubic yards

36.667 ft³ · 1.038 m³ · 1,038.28 litres

Volume

UnitExact+10% waste
Cubic yards1.2351.358
Cubic feet33.33336.667
Cubic metres0.9441.038
Litres943.8951,038.284
Estimate inputs & formula

Length: 10 ft · Width: 10 ft · Thickness (H): 4 in · Quantity (Q): 1

V = L × W × H × Q

Estimate only, not engineering advice. Actual needs vary with subgrade, forms and spillage. Confirm final quantities and product yields with your supplier or contractor before ordering.

What this calculates

This page focuses on volume only. Every result table separates the exact geometric volume from the order quantity after your waste allowance, in all four units side by side.

Choose any of the eleven shapes; the formula and solid model for each are shown next to the inputs so you can verify the math yourself.

Formula

Rectangular: V = L × W × H · Round: V = π × (D/2)² × H

1 yd³ = 27 ft³ = 0.7646 m³ = 764.6 litres

Order quantity = exact volume × (1 + waste % ÷ 100)

Worked example

3 × 3 m slab, 10 cm thick

  1. 1.3 × 3 × 0.1 = 0.9 m³
  2. 2.= 31.78 ft³ = 1.177 yd³ = 900 litres
  3. 3.Add 10% waste: 0.99 m³ to order

Common mistakes

  • Rounding intermediate values. The calculator keeps full precision internally and only rounds the display.
  • Confusing volume with coverage — volume ÷ thickness gives the area a pour covers.

Frequently asked questions

How many litres are in a cubic yard of concrete?

One cubic yard is 764.6 litres (27 cubic feet × 28.317 litres per cubic foot).

Why show exact and with-waste volumes separately?

The exact volume is pure geometry and verifiable; the waste allowance is an estimate you control. Keeping them separate keeps the math honest.