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Area & Volume Calculator

Calculate area and volume for rooms, materials and earthworks. Supports all common shapes. Free trade calculator for area & volume. Covers AU and US units.

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You're on-site measuring a slab for a shed extension -- L-shape, two rooms plus a hallway. The client is waiting for a cubic metre figure for the concrete order and a square metre figure for the flooring quote. You need both before the next call.

Area & Volume Calculator
Measurement
Rectangle: L × W · Triangle: ½ × B × H · Circle: π × r²
ℹ️ Results are estimates for planning purposes. Verify with current standards and a qualified professional.

1 What this calculator does

Calculates area (m², ft²) and volume (m³, ft³) for rectangular, triangular and circular shapes, plus room volume for ventilation and air conditioning. Supports metric and imperial. Four calculation modes selectable from the one card.

2 Formula & professional reasoning

Rectangle area = Length x Width Triangle area = 0.5 x Base x Height Circle area = Pi x (Diameter / 2)^2 Room volume = Length x Width x Height All results shown in m² or m³ (and ft² or ft³ in imperial mode)

Area calculations underpin every material quantity estimate on a job -- flooring, tiling, roofing, cladding. Triangular areas arise constantly in roof work, gable ends and odd-shaped lots. Circular areas appear in slab bores, ponds and column bases. Room volume is needed for HVAC sizing, ventilation compliance and concrete volume. Getting these right from the start prevents costly under-ordering and wasted trips.

3 Worked examples

⚠️ Illustrative example only — not clinical or professional instruction.

Basic
L-shaped floor area as two rectangles
Given: Room 1: 6.0m x 4.5m | Room 2: 3.5m x 2.8m | Hallway: 5.0m x 1.2m
Working: Room 1: 6.0 x 4.5 = 27.0 m² | Room 2: 3.5 x 2.8 = 9.8 m² | Hallway: 5.0 x 1.2 = 6.0 m² | Total: 27.0+9.8+6.0
Answer: Total floor area: 42.8 m²
💡 Break every irregular shape into rectangles and triangles. Sum the areas. For materials, add 10% waste on top of the total area figure.
Standard
Gable end triangle for cladding
Given: Base: 8.4m | Height: 2.1m | Method: triangle area
Working: 0.5 x 8.4 x 2.1
Answer: 8.82 m²
💡 Two gable ends: 8.82 x 2 = 17.64 m². Add to wall area for total cladding quantity.
Advanced
Circular slab for a water tank base
Given: Tank base diameter: 3.6m | Method: circle area | Slab depth: 150mm (0.15m)
Working: Area: Pi x (1.8)^2 = Pi x 3.24 = 10.18 m² | Volume: 10.18 x 0.15
Answer: Area: 10.18 m² | Volume: 1.53 m³ concrete
💡 Add 10% waste: 1.68 m³ to order. Circular formwork cuts are wasteful -- always order the nearest whole number above and confirm with the batch plant.

4 Sanity check

Quick mental check
A 10m x 10m room = 100 m² | A 6m x 4m room = 24 m²
If your result is wildly different from these references, recheck the inputs.
Unit consistency
Always keep all dimensions in the same unit before multiplying
Mixing metres and millimetres is the most common calculation error on-site.
Room volume for HVAC
A 6m x 4m x 2.7m room = 64.8 m³ | Ventilation typically needs 1-3 air changes per hour
Irregular shapes
Break into rectangles and triangles | Sum all sub-areas | Add waste on top of the total

5 Common errors

ErrorCauseConsequenceFix
Mixing millimetres and metres in the same calculation Reading slab depth from plans in mm and room dimensions in metres Volume 1,000x too large or too small Convert everything to the same unit before multiplying. If depth is 150mm, convert to 0.15m before multiplying by the area in m².
Calculating area without waste allowance for materials Ordering exactly what the area calculation says Running short on tiles, flooring or cladding -- back-order delay halts the job For materials, add 10% waste for regular rectangular rooms. Add 15-20% for diagonal laying or complex shapes with many cuts.
Using the gross area for net coverage calculations Not subtracting windows, doors and openings Overordering paint or cladding by 5-15% on heavily windowed buildings For wall cladding and paint: subtract the area of each window and door opening from the gross wall area before calculating materials.
Treating a triangle as a rectangle Multiplying base by height without the 0.5 factor Area doubled -- materials grossly over-ordered Triangle area = HALF of base times height. Always multiply by 0.5. A quick check: a right-angled triangle is exactly half the rectangle that encloses it.