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Wallpaper Calculator (Rolls Needed)

Work out how many wallpaper rolls you need from your wall's width and height and the roll's dimensions, accounting for pattern repeat.

Strips needed across the wall
19
Strips per roll
4
Rolls to buy
5
Estimated leftover/waste
1.44 m²

How it works

Wallpaper is sold in fixed-size rolls and hung as vertical strips, so the question isn't a single area ratio (this site's Paint Coverage calculator's question) but three ceiling-division steps: how many strips fit across the wall's total width, how many of those strips can be cut from one roll's length, and how many rolls that takes for every strip you need.

A patterned paper also needs its repeat to line up from strip to strip, which forces each strip to be cut to a whole number of pattern-repeat lengths — rounded up to at least the wall height, not exactly the wall height. A large repeat can therefore reduce how many strips fit on one roll even though the wall itself hasn't changed, which is why this calculator asks for the repeat separately rather than assuming a plain, unpatterned paper.

All dimensions are converted to a single unit (meters) before these ratios are computed, since the strips-per-roll and rolls-needed math is pure geometry with no unit-dependent physical constant — unlike, say, a formula involving gravity or density, consistent units are all that's required here.

FAQ

Should I round the 'rolls to buy' number up further for safety?

The figure shown already rounds up at every step (whole strips, whole rolls), so it won't undershoot for the wall as entered — but most installers still recommend buying one extra roll beyond the calculated total to cover cutting mistakes, an unexpectedly damaged strip, or future repairs from the same dye lot, since later-manufactured rolls of the same pattern can differ slightly in shade.

Why does a bigger pattern repeat waste more paper?

Every strip has to be cut long enough to contain a whole number of repeats, so any leftover between the wall height and the next full repeat is wasted on every single strip — a paper with a 64cm repeat and a 240cm wall needs strips cut to 256cm (four repeats), wasting 16cm per strip, while a paper with no repeat needs exactly 240cm and wastes nothing.

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