Pea Gravel Calculator
Estimate pea gravel for walkways, patios and play areas.
Coming soonUse this gravel calculator to work out how much gravel your path, driveway, drainage trench or other area needs. Pick the shape of the area, enter its measurements and how deep you plan to spread the gravel, then press Calculate. You will see the volume in cubic yards and cubic feet, plus a suggested order amount or the number of bags, and the results update as you change values. Results are estimates for planning.
Enter the measurements and depth, then press Calculate to see your results.
Volume needed
Recommended order amount
cubic yards ( cubic meters)
Rounded up to the next 0.25 cubic yard.
Estimated bulk cost:
Bags needed
bags
Rounded up to whole bags.
Estimated bag cost:
Start with the area of the shape. US mode uses feet and square feet; Metric mode uses meters and square meters.
US: cubic feet = area × depth in inches ÷ 12 × quantity × (1 + extra ÷ 100)
Metric: cubic meters = area × depth in cm ÷ 100 × quantity × (1 + extra ÷ 100)
A depth entered in feet is converted to inches first (× 12), and a depth in meters to centimeters (× 100).
Cubic yards = cubic feet ÷ 27, and 1 cubic foot ≈ 0.0283168 cubic meters (exactly 0.3048³ m³).
Bags = cubic feet ÷ 0.5, rounded up to a whole bag
The order amount is the cubic yards rounded up to the next quarter yard. We divide by 27 because one cubic yard is 3 ft × 3 ft × 3 ft.
A path area measures 10 ft × 10 ft and the gravel will be spread 4 inches deep. (4 inches is just an example.)
The deeper you spread gravel, the less ground it covers. This table shows the area covered by one cubic yard and by one 0.5 cubic foot bag at each depth.
| Depth | Per cubic yard (sq ft) | Per 0.5 cu ft bag (sq ft) |
|---|---|---|
| 1 in | 324 | 6.0 |
| 2 in | 162 | 3.0 |
| 3 in | 108 | 2.0 |
| 4 in | 81 | 1.5 |
| 6 in | 54 | 1.0 |
Gravel is used for paths and patios, drainage and driveways. For paths and patios, the University of California Master Gardeners describe two main kinds (Gravel Pathways in the Garden, E. Millier, UC Master Gardener, Contra Costa Times, 2011, reissued 2020):
We have not listed a recommended depth for each use, because we could not confirm one from a source we can name. The right depth depends on the type of gravel, the soil beneath it and what will use the surface, so check with your local extension office or your supplier. Then enter the depth you choose into the calculator above.
Not every area is a neat shape. Work out its area first, then enter the total as a Known area.
For example, a 12 ft × 8 ft area (96 sq ft) with a 6 ft round area beside it (28.27 sq ft) gives a total area of about 124.27 sq ft.
A cubic yard is 27 cubic feet, so it takes 54 bags of 0.5 cubic foot gravel. Check the size printed on the bag, because it can vary by brand and product.
Choose the shape that matches the area, such as Rectangle for a straight path, enter its measurements, and enter how deep you want the gravel. For an irregular area, work out its total area first and enter it as a Known area.
It depends on the depth. One cubic yard covers about 324 square feet at 1 inch deep, 162 at 2 inches, 108 at 3 inches, 81 at 4 inches and 54 at 6 inches.
This calculator gives volume in cubic yards, not weight. Gravel weight per cubic yard varies with the type of stone, how it is graded and how wet it is, and we do not have a reliable published figure to offer. Ask your supplier for their weight per cubic yard, then multiply it by the order amount.
University of California Master Gardeners note that angular (crushed) gravel packs down into a nearly solid surface, so a loose layer can end up thinner once it is compacted. The extra material allowance, under More options, adds whatever percentage you choose. We do not suggest a specific figure.
University of California Master Gardeners describe two main groups: river run, which is rounded (pea gravel is one example), and crushed stone, which is angular. Rounded gravel never packs down completely, while angular gravel packs into a nearly solid surface. This calculator works for either, because it only calculates volume.