Example 1
- Length: 5 m
- Width: 4 m
- Height: 2.5 m
Volume: 50 m³
This is a classic example of a residential room with a typical ceiling height.
Type length, width, and height. The calculator multiplies the three sides, subtracts a void, and multiplies by repeats. A 5 by 4 by 2.5 m room is 50 m³. A 6 by 5 by 2.8 m living room is 84 m³.
Room volume is how much space is inside - handy for air changes, heating load, and comparing rooms with the same floor area but different ceiling heights. Next: heating power, wall area.
Length, width, height, and a deduction. Room volume shows up here.
Room volume counts cubic meters. The formula is max(0, length times width times height minus deducted volume) times the repeat count. Suggested heat is about 40 W/m³, times a room-type factor: bathroom 1.2, attic 1.1. That is a sketch, not an energy audit.
A 5 by 4 by 2.5 m living room is 50 m³. At 40 W/m³ the heating page next door shows 2000 W, 2.00 kW. A 6 by 5 by 2.8 m salon is 84 m³; at 35 W/m³ that is 2940 W. A 3.5 by 3 by 2.6 m bedroom is 27.3 m³, about 1.23 kW at 45 W/m³.
Type length, width, and height in the header unit. Deduct volume, room type, and repeats only when you need them. An empty deduction subtracts nothing. Two matching rooms go in as repeat count 2, instead of adding sides by hand.
Heating watts from this volume live on the heating calculator. Walls 4 by 3 by 2.6 m are 36.4 m² of paint, a different formula. Floor area 5 by 4 m is 20 m², with no height.
Height 2.5 m on the same 20 m² floor is 50 m³; 2.8 m would be 56 m³. An attic rake is not in the box: type a mean height or deduct dead volume. Bathroom type only lifts the watt sketch, not the volume itself.
Type 5, 4, and 2.5, click Calculate, and match 50 m³. Then 6, 5, and 2.8: 84 m³, the second card.
Room volume: 5×4×2.5 m is 50 m³. A 6×5×2.8 m living room is 84 m³. A 3.5×3×2.6 m bedroom is 27.3 m³.
Volume: 50 m³
This is a classic example of a residential room with a typical ceiling height.
Volume: 84 m³
With a higher ceiling, floor area alone is no longer enough to fully compare interiors.
Volume: 27.3 m³
This is a good example of how a small room can have a noticeably different usable volume than floor area alone might suggest.
9.60 m³
How many m³ is a 2.4×1.6×2.5 m bathroom? 9.60 m³.
31.62 m³
How many m³ is a 3.8×3.2×2.6 m kitchen? 31.62 m³.
73.71 m³
How many m³ is a 6.5×4.2×2.7 m living room? 73.71 m³.
20.70 m³
How many m³ is a 7.2×1.15×2.5 m hallway? 20.70 m³.
54.60 m³
How many m³ are two matching 3.5×3×2.6 m bedrooms? 54.60 m³.
Volume is 50 m³, because 5×4×2.5 = 50. At 40 W/m³ that is 2000 W on the heating page.
You get 84 m³. At 35 W/m³ that is 2940 W, about 2.94 kW. Same product of three sides.
You get 27.3 m³. At 45 W/m³ that is 1228.5 W, about 1.23 kW. Paste that into heating power.
A 5 by 4 m floor is 20 m². Volume multiplies that by height. At 2.5 m you get 50 m³.
The watt sketch multiplies 40 W/m³ by 1.2 or 1.1. Volume itself stays the product of the three sides.
Type one room and set repeats to 2. Or add volumes on paper and leave one room here.
The formula uses a box. Type a mean height, or deduct dead volume.
On the heating calculator: 50 × 40 = 2000 W. Wall insulation is a separate board-count card.
An empty deduction subtracts nothing. A typed zero also leaves the full product of the three sides.
57.3 m³ from 60 minus 2.7, before repeats. The product 3×5×4 = 60, then the deduction.
Volume and waste come from the sizes you type. Below are volume and NIST SI units.
Page updated in 2026.