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Wallpaper Calculator

Calculate the number of wallpaper rolls needed for a room with pattern repeat and door or window deductions.

Wallpaper Calculator tool

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Example

Input: Room 14 x 12 ft, 8 ft high, 20.5 in x 33 ft rolls, no pattern repeat, 2 doors, 2 windows

Result: 7 rolls (26 strips, 4 strips per roll)

Perimeter 52 ft / 1.708 ft roll width = 31 strips, less 5 strips for 72 sq ft of openings = 26; each 33 ft roll gives 4 strips of 8 ft, and 26 / 4 = 6.5, rounded up to 7.

Wallpaper Rolls by Room Size

Room (ft)PerimeterStripsRolls
8 x 1036 ft205
10 x 1040 ft226
10 x 1244 ft246
12 x 1248 ft277
12 x 1452 ft298
14 x 1660 ft349
16 x 2072 ft4111

8 ft walls, 1 door, 1 window, 20.5 in x 33 ft rolls (4 strips each), no pattern repeat.

  1. Enter the room length, width, and ceiling height in feet.
  2. Specify the wallpaper roll width and length based on the product you plan to purchase.
  3. Enter the pattern repeat distance if your wallpaper has a repeating design that requires alignment.
  4. Enter the number of doors and windows to deduct their standard areas from the calculated wall area.
  5. Review the total rolls needed, usable strips per roll, and total strips required for the room.

How Many Rolls of Wallpaper Do I Need?

Wallpaper is counted in strips, not square feet. Work out how many strips fit around the room, how many full-height strips each roll gives, and divide. A 14 x 12 ft room with 8 ft walls needs 26 strips after doors and windows. Standard 20.5 in x 33 ft rolls give 4 strips each, so you need 7 rolls.

Strips work better than area because every strip is cut from the roll at full wall height. Pieces too short for a full strip are waste. The tool divides the room's perimeter by the roll width to get strips. Then it takes off only the whole strips saved by doors (21 sq ft each) and windows (15 sq ft each). That keeps the estimate on the safe side. Pattern repeat is the height before the design repeats itself. Each strip has to line up with the one beside it, so the tool rounds the strip length up to a whole number of repeats. With a 24 in repeat on an 8 ft wall, strips stay at 8 ft, 4 per roll. With a 21 in repeat, each strip must be 8.75 ft, and only 3 fit on a 33 ft roll. Enter 0 for a plain or random-match paper.

The results show rolls, total and net wall area, strips needed, strips per roll and the strip length used, plus a rough cost at $30 per roll. Check the roll size on the label. Many European rolls are 53 cm x 10.05 m. Buy all rolls with the same batch or lot number, since shades can vary between print runs. For walls you plan to paint, the Paint Calculator uses the same room sizes.

Formula / How It Works

Strip Length = Room Height rounded up to a whole number of pattern repeats | Strips per Roll = Roll Length / Strip Length, rounded down | Strips Needed = (Perimeter / Roll Width, rounded up) - whole strips covered by doors and windows | Rolls = Strips Needed / Strips per Roll, rounded up

Frequently Asked Questions

With 8 ft walls, one door and one window, a 12 x 12 room needs 27 strips of 20.5 in paper. A 33 ft roll gives 4 strips of 8 ft, so buy 7 rolls. A large pattern repeat can push that up, so enter your paper's repeat for a firm number.
The strip method already includes trimming waste, so the count here is what you need to hang the room. Many decorators still buy one spare roll for mistakes and future repairs. That is wise with patterned paper, since a later batch may not match.
It is the distance down the roll before the design repeats, usually in inches or centimeters. It is printed on the roll label or product page. A straight match lines up across strips at the same height. A drop match shifts by half a repeat, which can add more waste than this tool shows.
No. It counts wall strips only, based on the room's perimeter and height. To paper a ceiling, work out strips across its shorter side using the ceiling length as the strip length. Then add those rolls to the total.

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