About this tool
Calculate the exact number of tiles needed for any room. Always add 10-15 percent waste for cuts around edges, fixtures, and breakages. Diagonal layouts need 15-20 percent extra. Mosaic and herringbone patterns need 20-25 percent.
How it works
Enter the room dimensions and tile size. The calculator determines area, divides by tile size, rounds up, and adds your waste percentage. Multiply by per-tile price for total cost.
Estimating materials without over-buying
Every construction estimation tool relies on three inputs - the area or volume to cover, the coverage rate per unit of material, and a waste factor. The general formula:
Materials needed = (Area or Volume) / (Coverage per unit) x (1 + waste factor)
Typical waste factors
| Material | Standard waste % | When to go higher |
|---|---|---|
| Concrete / mortar | 5-10% | Complex forms, footings on uneven ground |
| Lumber (framing) | 10-15% | Cathedral ceilings, lots of angles |
| Drywall | 10-12% | Bathrooms, kitchens with many openings |
| Floor tile | 10-15% | Diagonal patterns: add 5% more |
| Shingles / roof | 10-15% | Hips and valleys: 15-20% |
| Paint | 5-10% | Heavily textured walls or new drywall |
| Mulch / gravel | 0% | Compact and replenish; no off-cuts |
| Carpet | 5-10% | Stairs and L-shaped rooms add waste |
| Wallpaper | 10-15% | Pattern repeat over 30 cm: 20% |
Imperial vs metric for materials
Construction materials are sold in mixed units that don't always convert cleanly:
- Lumber (US/Canada): nominal vs actual. A "2x4" is really 1.5" x 3.5" after milling and drying. Length in feet (8', 10', 12', 16').
- Lumber (UK/EU): actual mm dimensions. 38x89 mm CLS is the closest equivalent to a 2x4.
- Concrete: cubic yards (US: 27 ft^3, ~0.76 m^3) or cubic meters (rest of world).
- Drywall: sold by sheet. US 4'x8' = 32 sq ft per sheet. UK 1200x2400 mm = 2.88 m^2.
- Mulch / gravel: sold by yard^3 or m^3 in bulk; by bag (2 ft^3 typical) for retail.
Worked examples
Concrete for a 20x20 ft patio at 4" depth
- Volume = 20 x 20 x 4/12 = 133.3 ft^3 = 4.94 yd^3
- Add 10% waste: 5.43 yd^3
- Round up to ready-mix delivery minimum: 6 yd^3
- Cost at ~$150/yd^3 in 2026: ~$900 for concrete alone
Mulch for a 200 sq ft bed at 3" depth
- Volume = 200 x 0.25 = 50 ft^3 = 1.85 yd^3
- Bagged at 2 ft^3 per bag: 25 bags
- Bulk at ~$35/yd^3 vs bagged at ~$5/bag: bulk wins above 1.5 yd^3
The formula explained
This calculator uses the following formula:
tiles = ceil(area_m² / tile_m²); add 10-15 percent waste for cuts
The reason this formula works is rooted in the underlying physics, finance, or biology of the problem. Behind every calculator is a published, peer-reviewed equation or a widely accepted convention. We do not invent formulas; we apply standard ones from textbooks, government tables, professional bodies, and academic literature.
If you are curious about the math, the simplest way to verify is to plug in two known numbers and compare against a known result. The calculator should match published examples to within rounding precision.
Frequently asked questions
How much waste should I add?
Standard layout: 10 percent. Diagonal: 15 percent. Herringbone or chevron: 20 percent. Hexagons or mosaics: 15 percent.
Buy by box or by tile?
Always by box - the lot number matters since tile dye lots vary. Confirm at delivery.
Floor vs wall tile?
Floor tiles are denser and harder (PEI 4-5). Wall tiles can be softer (PEI 0-3) and lighter.
Grout coverage?
1-2 kg per m² for 1.5 mm grout lines on small tiles. Larger tiles use less grout per area.
Should I include a waste factor?
Almost always yes. The cost of a small overage is much lower than returning to the supplier for a second trip. Standard waste factor is 5-15% depending on material; complex layouts justify the higher end.
How do I measure irregular areas?
Break into rectangles and triangles, sum the areas. For a circle: π x r^2. For an L-shape, multiply the two rectangles separately. When in doubt, round up to a slightly larger rectangle.
Are coverage rates on the bag accurate?
Manufacturer rates assume ideal conditions (smooth surface, single coat, no waste). Real coverage is typically 80-90% of stated. Use stated rate but add waste factor.
What's the difference between cubic feet and cubic yards?
1 cubic yard = 27 cubic feet. Most US suppliers price bulk materials per yard^3 because that's the truck delivery unit (a standard concrete truck holds 9-10 yd^3).
How accurate are bagged-quantity calculators?
They round up to whole bags, which is conservative. Open bags can't be returned, so buy what you'll use. For projects above ~30 bags, bulk delivery is usually cheaper per unit.
How accurate is the Tile Calculator?
It applies the standard formula. Accuracy is limited only by your input precision. For decisions with material consequences (taxes, medical, legal, structural), use the result as a starting point and verify with a qualified professional in the relevant field.
Is the Tile Calculator free to use?
Yes. 100% free, no signup, no payment, no API key. The site is funded by display ads around the tool but not inside the calculation flow.
Are my inputs saved anywhere?
No. All inputs stay in your browser tab. Closing the tab discards them. The site uses Google Analytics for traffic measurement (anonymized) but the analytics never see what you type into the form.
Can I use the Tile Calculator on my phone?
Yes. The tool is responsive and tested on iOS Safari, Android Chrome, and major desktop browsers. Touch targets meet Apple's 44pt and Google's 48dp minimum.
Does the Tile Calculator work offline?
Yes. Once the page has loaded, it works without internet. The calculation runs in JavaScript on your device.
How do I report a bug or suggest improvement to the Tile Calculator?
Email hi@3tej.com with the URL of this page and a description of what you saw vs expected. We typically respond within 72 hours.
Can I share results from the Tile Calculator?
Take a screenshot or copy the output. The page doesn't generate shareable URLs for specific calculations - inputs stay in your browser only.
Why are the results different from another tile tool?
Most likely: different formula assumptions, different default values, different rounding rules, or different applicable rates. Check the methodology if both tools document it. Both can be valid for different scenarios.