Soil Calculator
Calculate the amount of soil, topsoil, or garden mix needed for your landscaping project in cubic yards or bags.
Area Dimensions
Area Shape:
Recommended: 6" for lawns, 8-12" for gardens, 12-18" for raised beds
Soil Type:
Topsoil Needed
1.48
cubic yards (40.00 cu ft)
Bagged Soil Options:
1 Cu Ft Bags
40
~$200.00
1.5 Cu Ft Bags
27
2 Cu Ft Bags
20
~$160.00
Unit Conversions:
Cubic Feet
40.00
Cubic Yards
1.48
Cubic Meters
1.133
Tons
1.48
Cost Comparison:
Soil Types Guide
Topsoil
Best for lawns, general landscaping, and filling low spots. Contains organic matter and nutrients.
Garden Mix
Blended soil ideal for vegetable gardens and flower beds. Rich in nutrients and drains well.
Compost
Organic matter to amend existing soil. Improves drainage, aeration, and nutrient content.
Fill Dirt
Inexpensive option for leveling and filling. Not suitable for planting without amendments.
Soil Tips
- • Test your soil pH before planting - most plants prefer 6.0-7.0
- • Add compost annually to maintain soil health
- • Bulk delivery is usually cheaper for 3+ cubic yards
- • Soil settles 10-15% after watering - order slightly extra
- • Screen topsoil is cleaner but costs more than unscreened
What is a Soil Calculator?
A soil calculator determines the volume, weight, and cost of soil, topsoil, compost, or fill dirt needed for a landscaping or construction project. Whether you are filling a garden bed, leveling a yard, or preparing a construction site, knowing the exact amount of soil required prevents over-ordering (which wastes money) or under-ordering (which causes delays and additional delivery fees).
The calculator computes the area based on the shape of the project — rectangle, circle, triangle, or raised bed — multiplies by the desired depth, and converts the volume from cubic feet to cubic yards (the standard unit for bulk soil delivery). It then applies the density of the selected soil type to determine the total weight in pounds and tons. Bag equivalents are also calculated for projects where bulk delivery is not practical.
Soil density varies significantly by type. Topsoil weighs approximately 2,000 pounds per cubic yard, while compost is much lighter at around 1,400 pounds per cubic yard, and peat moss is only about 400 pounds per cubic yard. These differences affect both the weight of the delivery and the cost, since some materials are sold by weight and others by volume. The calculator accounts for these variations and provides cost comparisons between bulk delivery and bagged options.
Soil Volume Formula
The volume of soil needed is the area of the project multiplied by the depth of soil required. The area depends on the shape selected, and the depth is typically specified in inches and converted to feet for the calculation. The result is converted from cubic feet to cubic yards by dividing by 27.
Soil Volume Formula
Where:
- Area= Surface area of the project in square feet
- Depth= Desired soil depth in inches
- 27= Conversion factor from cubic feet to cubic yards (3 × 3 × 3)
Common Soil Types and Densities
Understanding soil density helps you estimate the weight of your delivery and choose the right material for your project:
| Soil Type | Weight (lbs/cu yd) | Best For |
|---|---|---|
| Topsoil | 2,000 | Lawns, general landscaping |
| Garden Mix | 1,800 | Vegetable gardens, flower beds |
| Compost | 1,400 | Soil amendment, raised beds |
| Fill Dirt | 2,200 | Leveling, grading, backfill |
| Sandy Soil | 2,600 | Drainage areas, base material |
| Peat Moss | 400 | Acid-loving plants, moisture retention |
How to Use This Calculator
Follow these steps to calculate the soil needed for your project:
- Select Unit System: Choose feet or meters for your measurements.
- Choose Area Shape: Select rectangle, circle, triangle, or raised bed depending on your project.
- Enter Dimensions: Input the length and width (or radius for circles, base and height for triangles).
- Set Soil Depth: Use the slider or enter the desired depth in inches. Recommended depths are 6 inches for lawns, 8–12 inches for gardens, and 12–18 inches for raised beds.
- Select Soil Type: Choose from topsoil, garden mix, compost, potting mix, fill dirt, sandy soil, clay soil, or peat moss.
- Enter Price per Cubic Yard: Input the bulk delivery price in your area for a cost estimate.
- Review Results: The calculator displays volume in cubic feet, cubic yards, and cubic meters, weight in pounds and tons, bag equivalents, and a cost comparison between bulk and bagged options.
Raised Bed Soil Mix Recommendations
Raised beds require a different approach than in-ground gardens. The calculator provides a recommended soil mix for raised beds, splitting the volume equally between two layers. The bottom 50 percent should be filled with an inexpensive fill material such as compost, native soil, or a mix of the two. The top 50 percent should be a high-quality garden mix or potting soil that provides the nutrients and drainage that plants need to thrive.
This layered approach reduces the cost of filling a raised bed (which can be expensive if using only premium garden soil) while still providing an excellent growing environment for plant roots. For raised beds deeper than 18 inches, consider adding a layer of coarse material at the very bottom to promote drainage before adding the fill and garden mix layers above.
Real-World Applications
Soil calculations are essential for a wide range of construction and landscaping projects. A typical residential lawn renovation might require 10 to 30 cubic yards of topsoil, while a large garden project could need 5 to 15 cubic yards of garden mix. Fill dirt for grading and leveling is often ordered in larger quantities, sometimes 50 cubic yards or more for site preparation work.
Bulk soil delivery is significantly cheaper per cubic yard than bagged soil. For projects requiring more than 3 cubic yards, bulk delivery is almost always more economical. The calculator provides a cost comparison so you can make an informed decision. For very large projects, multiple delivery trucks may be needed, and coordinating the timing of deliveries with the construction schedule is important to avoid double-handling of the material.
Worked Examples
Lawn Topdressing
Problem:
Calculate topsoil needed for a 40-foot × 30-foot lawn area at 4 inches depth.
Solution Steps:
- 1Area: 40 × 30 = 1,200 sq ft
- 2Volume in cubic feet: 1,200 × (4/12) = 400 cu ft
- 3Volume in cubic yards: 400 / 27 = 14.81 cu yd
- 4Weight: 14.81 × 2,000 = 29,630 lbs = 14.81 tons
- 5Bulk cost at $30/cu yd: 14.81 × $30 = $444
Result:
14.81 cubic yards, approximately 14.8 tons, bulk cost $444
Raised Bed Filling
Problem:
A 4-foot × 8-foot raised bed filled 18 inches deep with garden mix.
Solution Steps:
- 1Area: 4 × 8 = 32 sq ft
- 2Volume in cubic feet: 32 × (18/12) = 48 cu ft
- 3Volume in cubic yards: 48 / 27 = 1.78 cu yd
- 4Bottom layer (50%): 0.89 cu yd fill dirt at $25/cu yd = $22
- 5Top layer (50%): 0.89 cu yd garden mix at $40/cu yd = $36
Result:
1.78 cubic yards total, bottom layer 0.89 cu yd fill + top 0.89 cu yd garden mix
Garden Bed with Circular Shape
Problem:
A circular garden bed with 8-foot radius, 12 inches deep, using compost.
Solution Steps:
- 1Area: pi × 8^2 = 201.06 sq ft
- 2Volume in cubic feet: 201.06 × (12/12) = 201.06 cu ft
- 3Volume in cubic yards: 201.06 / 27 = 7.45 cu yd
- 4Weight: 7.45 × 1,400 = 10,426 lbs = 5.21 tons
- 5Bulk cost at $35/cu yd: 7.45 × $35 = $261
Result:
7.45 cubic yards of compost, approximately 5.2 tons, bulk cost $261
Tips & Best Practices
- ✓Order 10–15% extra soil to account for settling after placement and watering.
- ✓Bulk delivery is usually more cost-effective than bags for quantities over 3 cubic yards.
- ✓Test your soil pH before planting — most vegetables and flowers prefer a pH between 6.0 and 7.0.
- ✓For raised beds, layer fill material on the bottom and quality garden mix on top to reduce cost.
- ✓Screened topsoil is cleaner and easier to work with but costs more than unscreened material.
- ✓Schedule delivery for a dry day and have a clear path for the delivery truck to dump the load.
Frequently Asked Questions
Sources & References
Last updated: 2026-06-06
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Editorial Note
MyCalcBuddy Editorial Team
This page is maintained as an educational calculator reference.
Formula Source: Standard Mathematical References
by Various