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Wallpaper Strip Counter

Calculate wallpaper strips and rolls needed from wall dimensions, roll width, and pattern repeat.
Returns strips per roll and total rolls with waste allowance.

Wallpaper Needed

Wallpaper strip calculation determines how many vertical strips are needed to cover a wall from baseboard to ceiling, and how many strips can be cut from one standard roll, accounting for pattern matching.

Strips per wall formula: Number of Strips = Wall Width (inches) ÷ Wallpaper Width (inches) Round up to the nearest whole number.

Strips per roll formula: Strips per Roll = Usable Roll Length ÷ Strip Length

Where Usable Roll Length = Total Roll Length − Waste at Roll Ends

Strip length (with pattern repeat): Strip Length = Ceiling Height + Pattern Repeat (Each new strip must be started at the right point in the pattern to align horizontally)

Rolls needed: Rolls Needed = Total Strips Needed ÷ Strips per Roll Always round up — never down. Add 1 extra roll as a safety buffer.

What each variable means:

  • Wallpaper width — standard rolls: 20.5–27 inches wide (US); 53 cm (European)
  • Roll length — standard US roll: 33 feet (396 inches). European bolt: 10 meters (393 inches).
  • Pattern repeat — the vertical distance before the design repeats. Random-match or straight-match patterns waste less. Drop-match patterns (where alternate strips are offset) waste more.
    • No repeat (textured/solid): 0 inches wasted per strip
    • Small repeat (under 6 in): waste 3–6 in per strip
    • Large repeat (18–24 in): waste 12–18 in per strip

Reference: standard wallpaper coverage

  • Single roll covers ≈ 28–35 sq ft (after trim and pattern matching waste)
  • Double roll covers ≈ 56–70 sq ft

Worked example: Room wall: 12 ft wide × 9 ft tall. Wallpaper: 20.5 in wide, 33 ft roll, 18-inch pattern repeat.

Strips needed = (12 × 12 inches) ÷ 20.5 = 144 ÷ 20.5 = 7.02 → 8 strips

Strip length = 108 in ceiling height + 18 in repeat = 126 inches per strip

Strips per roll = 396 in ÷ 126 in = 3.14 → 3 strips per roll

Rolls needed = 8 ÷ 3 = 2.67 → 3 rolls (plus 1 buffer roll = buy 4 rolls)


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