How to Calculate Cubic Yards
A clear, five-step method for finding exactly how much concrete, gravel, mulch, or soil your project needs. Includes the formula, a conversion table, and five worked examples.
To calculate cubic yards, multiply length by width by depth with every measurement in feet, then divide by 27. One cubic yard equals 27 cubic feet. If a measurement is in inches, divide it by 12 to convert it to feet before you start.
Step-by-Step Instructions
Follow these five steps to get an accurate cubic yard figure for any construction, landscaping, or gardening project.
Measure the length and width
Use a measuring tape to record the length and width of your area. Measure in feet where possible to keep the math simple. Our calculator also accepts inches, yards, meters, and centimeters and converts them for you.
Tip: For irregular shapes, divide the area into separate rectangles, measure each one, and add the totals at the end.
Determine the depth or thickness
Decide how deep the material needs to sit. Depth is usually measured in inches and is the value people most often get wrong, so confirm it before ordering. Common project depths:
- Concrete slabs and patios: 4 inches
- Driveways: 4 to 8 inches
- Garden beds: 6 to 12 inches
- Mulch: 2 to 3 inches
Convert every measurement to feet
Volume math only works when all three measurements share the same unit. Convert inches to feet by dividing by 12. For example, a 4 inch depth becomes 0.333 feet. Use the table further down for the most common conversions.
Tip: Mixing feet and inches without converting is the single most common cubic yard mistake.
Multiply, then divide by 27
Multiply length by width by depth to get the volume in cubic feet. Then divide by 27, because there are 27 cubic feet in one cubic yard. Enter your numbers in the calculator and this happens instantly.
Add a waste factor and round up
Real projects lose material to spillage, settling, and uneven ground. Add 5 to 10 percent to your final figure, then round up to the nearest quarter yard. For poured concrete, ordering 10 percent extra is standard practice.
Inches to Feet Depth Conversion
Depth is almost always measured in inches, so this is the conversion you will use most. Divide any inch value by 12 to get its decimal feet equivalent.
| Depth in inches | Depth in feet | Common use |
|---|---|---|
| 1 inch | 0.083 ft | Paver sand bedding |
| 2 inches | 0.167 ft | Light mulch layer |
| 3 inches | 0.250 ft | Standard mulch, decorative gravel |
| 4 inches | 0.333 ft | Concrete slab, gravel base |
| 5 inches | 0.417 ft | Reinforced slab |
| 6 inches | 0.500 ft | Driveway base, deep gravel |
| 8 inches | 0.667 ft | Heavy driveway, footings |
| 12 inches | 1.000 ft | Raised beds, deep footings |
Recommended Depth by Material
Choosing the right depth is what separates an accurate order from a costly over or under estimate. Use these typical depths as a starting point, then adjust for your specific conditions.
| Material and use | Recommended depth |
|---|---|
| Concrete patio or slab | 4 inches |
| Concrete driveway | 4 to 6 inches |
| Concrete footings | 8 to 12 inches |
| Gravel base layer | 4 to 6 inches |
| Gravel driveway | 4 to 8 inches |
| Mulch for garden beds | 2 to 3 inches |
| Mulch for weed suppression | 3 to 4 inches |
| Topsoil for a new lawn | 4 to 6 inches |
| Garden soil for planting beds | 6 to 12 inches |
| Sand for a paver base | 1 inch |
Worked Examples
Five real scenarios that cover rectangles, circles, and irregular shapes. Each one follows the same multiply then divide by 27 method.
Concrete Concrete patio
Project: a 12 ft by 10 ft patio, 4 inches thick.
Volume: 12 x 10 x 0.333 = 40 cubic feet
Cubic yards: 40 / 27 = 1.48 cubic yards
Mulch Garden bed mulch
Project: a 20 ft by 5 ft bed with 3 inches of mulch.
Volume: 20 x 5 x 0.25 = 25 cubic feet
Cubic yards: 25 / 27 = 0.93 cubic yards
Gravel Gravel driveway
Project: a 30 ft by 12 ft driveway with a 4 inch gravel base.
Volume: 30 x 12 x 0.333 = 120 cubic feet
Cubic yards: 120 / 27 = 4.44 cubic yards
With 10 percent waste: order about 5 cubic yards
Circular Round planting area
Project: a circular bed 10 ft across, with a 5 ft radius, 6 inches deep.
Volume: 3.1416 x 5 squared x 0.5 = 39.27 cubic feet
Cubic yards: 39.27 / 27 = 1.45 cubic yards
Shortcut: enter the 10 ft diameter as both length and width, then multiply the result by 0.785.
Irregular L-shaped patio
Project: an L-shape split into a 10 ft by 8 ft section and a 6 ft by 4 ft section, both 4 inches thick.
Section B: 6 x 4 = 24 sq ft
Total area: 104 sq ft x 0.333 = 34.67 cubic feet
Cubic yards: 34.67 / 27 = 1.28 cubic yards
Common Mistakes to Avoid
Most cubic yard errors come from a handful of repeat offenders. Watch for these before you place an order.
- Mixing units without convertingMeasuring length in feet but depth in inches and forgetting to convert is the top cause of wrong results. Get everything into feet first.
- Forgetting to divide by 27Multiplying length, width, and depth gives cubic feet, not cubic yards. The final division by 27 is what converts the answer.
- Skipping the waste factorOrdering the exact calculated amount leaves no room for spillage or settling. Add 5 to 10 percent and round up.
- Confusing radius and diameterFor circular areas, the formula uses the radius, which is half the diameter. Using the full diameter quadruples your result.
- Measuring uneven ground at one pointSloped or dipped surfaces need an average depth taken from several spots, not a single measurement.
Frequently Asked Questions
What is a cubic yard?
How many cubic feet are in a cubic yard?
What if my area is not rectangular?
How do I calculate cubic yards for a circular area?
Can I mix different units of measurement?
How do I convert square feet to cubic yards?
How much extra material should I order?
How much does a cubic yard weigh?
How many cubic yards fit in a pickup truck?
How accurate is the calculator?
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