Case 1
- Wall area
- 30m²
- Roll length
- 10.05m
- Roll width
- 0.53m
- Waste allowance
- 15%
7rolls
Open with these valuesChange any value to update the result.
7rolls
Rolls needed: 7 rollsYour current valid inputs, with one value varied across the range.
Held fixed: Wall area 30.0 m², Roll length 10.05 m, Roll width 0.53 m.
| Waste allowance (%) | Rolls needed (rolls) |
|---|---|
| 10 | 7 |
| 15Your value | 7 |
| 20 | 7 |
The waste allowance is added to the wall area first, then the result is divided by what one roll covers and rounded up. A 30 m² wall at 15 % waste with 10.05 × 0.53 m rolls needs 7 rolls. The rounding comes last, because a part roll is still a whole purchase.
7rolls
Open with these values9rolls
Open with these values8rolls
Open with these valuesrolls = ⌈area × (1 + waste) ÷ (roll length × width)⌉
The room is measured as an area, but paper hangs as drops, and a patterned drop can only start where its pattern meets the one beside it. That matching is what the allowance buys: 15 % for a pattern, about 10 % for plain paper with no repeat, 20 % or more for a large one.
10.05 m long by 0.53 m wide comes to 5.33 m² of paper before a single trim. A 30 m² wall at 15 % waste asks for 34.5 m², which is not quite seven roll-loads and therefore seven rolls.
The source behind this calculator gives the Euro roll as 53 cm wide and 10.05 m long, and those are the defaults in the two roll fields. The 15 % allowance comes from decorating practice for patterned paper, not from that page.
Wallpaper is printed in runs and the colour shifts slightly between them. Buy every roll in one purchase under the same batch number, and set one roll from that batch aside for later repairs.
MisconceptionMy paper has no repeat, so I left the allowance at 15 %.
CorrectionPlain paper with no repeat gets by on roughly 10 %, because no drop has to be matched to its neighbour. A large repeat runs the other way and wants 20 % or more.
MisconceptionI entered the roll width as 53, the number on the wrapper.
CorrectionBoth roll fields are metres, so a 53 cm roll is 0.53. Entered as 53 the roll appears to cover 533 m², and a single roll seems to paper the entire room.
MisconceptionI subtracted the door and the window from the wall area.
CorrectionOpenings interrupt the drops, and the strips left around them are often too short to use elsewhere. For most rooms it is safer to measure the wall as if it were solid and let the allowance absorb them.
| Area, roll length, roll width, waste | Roll covers | Rolls |
|---|---|---|
| 20, 5, 0.5, 0 | 2.5 m² | 8 |
| 20, 10.05, 0.53, 15 | 5.33 m² | 5 |
| 30, 10.05, 0.53, 15 | 5.33 m² | 7 |
| 40, 10.05, 0.53, 10 | 5.33 m² | 9 |
| 50, 10.05, 0.53, 15 | 5.33 m² | 11 |
Multiply the wall area by the waste factor, divide by what one roll covers, then round up. A 30 m² wall with 10 × 0.53 m rolls at 15 % waste is 34.5 ÷ 5.3, which is 6.5 rolls and therefore 7.
15 % is a sensible rule of thumb for a patterned paper, where each drop has to line up with the next. Plain paper with no repeat can drop to about 10 %, and a large repeat can need 20 % or more. Buying a little extra also leaves spares for later repairs.
Before. The allowance grows the area, the area is divided by the roll coverage, and only that final figure is rounded up to a whole roll. Rounding first and adding the allowance afterwards would over-order by a roll or two.
Yes. Wallpaper is printed in batches and colours vary slightly between runs. Buy all your rolls in one purchase with the same batch number, and keep a spare from that batch for repairs.
For most rooms it is safer not to. Openings interrupt the drops, so the offcuts around them are often unusable and effectively become waste. Measuring the full wall and adding an allowance covers them without leaving you short.
Diese Seite gibt es auch auf Deutsch.
Zu Deutsch wechseln