Paver Calculator

Calculate how many pavers you need for patios, driveways, and walkways, with waste allowance for cuts and breakage.

Quick answer

495 pavers. Add a separate allowance for the soldier-course border if you want one.

Calculator

ft
ft
in
in

How it works

Area length × Area width = Total area

The calculator multiplies the area's length by its width to get the total surface that needs paving.

Paver length × Paver width = Paver area

The same calculation is done for a single paver. Paver dimensions are entered in inches (imperial) or centimeters (metric) and converted to match the area units.

Total area ÷ Paver area = Pavers required

Dividing the total area by the paver area gives the base number of pavers. The result is rounded up to the nearest whole paver, then increased by the waste percentage.

Worked example

A 16 ft × 12 ft patio with 8 in × 4 in pavers:

16 × 12 = 192 sq ft

8 × 4 in = 0.222 sq ft per paver

192 ÷ 0.222 = 864 pavers

864 × 1.10 = 951 pavers (with 10% waste)

Purchase 951 pavers for this patio.

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Pavers are priced by the piece but estimated by the square foot, and the bridge between the two is simple division — with one trap. The calculator uses the paver's nominal size, so if your pattern has wide joints or a soldier-course border, measure a laid section instead of trusting the label.

Cuts are the hidden tax: every edge, curve, and border turns whole pavers into waste. Ten percent covers a rectangular patio; curves and circles want fifteen.

How to measure for pavers

  1. Measure the patio's length and width in feet — the finished paved area, including any border course.
  2. Measure or confirm the paver's length and width in inches. A '4×8' is the workhorse; enter the actual unit size.
  3. The calculator divides area by paver area and rounds up, then adds waste. For patterns with gaps (grass joints), measure a 4-ft test section instead.
  4. Estimate the sand base and edge restraint separately — they're different materials with different math.

Pavers per square foot by size

Paver sizeArea eachPavers per sq ft
4 × 8 in32 sq in4.5
6 × 6 in36 sq in4.0
6 × 9 in54 sq in2.7
12 × 12 in144 sq in1.0

Based on nominal size including the joint. Verify against your supplier's stated coverage.

Worked example: 4×8 pavers for a 10×10 patio

A 10 ft × 10 ft patio with standard 4 × 8 in pavers:

  1. Area: 10 × 10 = 100 sq ft.
  2. Pavers per sq ft: 144 ÷ 32 = 4.5.
  3. Pavers: 100 × 4.5 = 450.
  4. With 10% cutting waste: 450 × 1.10 = 495.

495 pavers. Add a separate allowance for the soldier-course border if you want one.

Pro tips for paver patios

  • Screed exactly 1 inch of bedding sand — no more. Thick sand migrates and your patio gets wavy by year two.
  • Install edge restraint before the sand, not after. Without it, the border course walks outward within a season.
  • Curves, circles, and 45° herringbone: use 15% waste, not 10. Every angled cut eats a whole paver.
  • Buy one extra bundle and stash it. Manufacturers discontinue colors; a future repair with matching pavers is priceless.

How to use the paver calculator

1. Choose your unit system — Imperial (feet and inches) or Metric (meters and centimeters).

2. Enter the length and width of the area you want to pave.

3. Enter the length and width of a single paver — in inches for imperial or centimeters for metric.

4. Select a waste factor — 10% is recommended for standard layouts.

5. Click Calculate to see how many pavers you need, with and without waste.

How paver quantity is calculated

The calculator determines the total area by multiplying the area length by the area width. It then calculates the area of a single paver the same way. Dividing the total area by the paver area gives the base number of pavers required.

The result is rounded up to the nearest whole paver, since you cannot buy partial pavers. The waste factor is then applied to account for cuts, breakage, and future repairs.

Why add a waste factor for pavers?

Paver installations always require cuts along edges and around obstacles, and some pavers will break during installation. A waste factor ensures you have enough pavers to finish the job without ordering a second batch.

Keeping extra pavers also means you have matching spares on hand for future repairs — paver styles can be discontinued, making exact matches difficult years later.

Paver calculator example

Suppose your patio is 16 feet by 12 feet, and you are using 8-inch by 4-inch pavers.

Area: 16 × 12 = 192 square feet.

Paver area: 8 × 4 = 32 square inches = 0.222 square feet.

Pavers required: 192 ÷ 0.222 = 864 pavers.

With 10% waste: 864 × 1.10 = 951 pavers.

You should purchase 951 pavers for this patio.

Frequently Asked Questions

How do I calculate how many pavers I need?+
Measure the area you want to cover (length × width) and the size of a single paver (paver length × paver width). Divide the area by the paver area to get the number of pavers. Round up to the nearest whole paver and add a waste factor — typically 10% — for cuts and breakage.
How much waste should I add for pavers?+
A 10% waste factor is standard for most paver installations. For diagonal or complex patterns, use 15%. For simple rectangular layouts with few cuts, 5% may be enough. Always keep a few extra pavers for future repairs.
What size are standard pavers?+
Common paver sizes include 4×8 inches, 6×6 inches, 8×8 inches, and 12×12 inches. Paver sizes vary by manufacturer and style, so always check the actual dimensions of the pavers you plan to buy before calculating.
Do I need to account for gaps between pavers?+
Pavers are typically installed with small gaps (1/8 to 1/4 inch) filled with sand or polymeric jointing material. These gaps slightly reduce the number of pavers needed, but the effect is small. The calculator does not factor in joint width for simplicity.
How do I calculate pavers for a circular or curved area?+
For curved or irregular areas, measure the total area as accurately as possible — breaking it into rectangles if needed — and use a higher waste factor (15%) to account for the additional cuts required around curves.

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