Enter the values to find how much gravel you need for your construction project along with its amount.
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This gravel calculator determines how much gravel you need to cover a rectangular or circular area to a certain depth. It can also calculate the total cost based on price per unit.
There are two main ways to determine the amount of gravel required:
To calculate the required gravel, you need to know the volume of the area and the weight of the gravel.
For a Square or Rectangular Area:
Volume = Length × Width × Depth
For a Circular Area:
Volume = 3.14 × (Diameter ÷ 2)2 × Depth
Weight = Volume (cubic feet) × Gravel Density (lb/ft³)
Note: Ensure all measurements are in the same units before calculating.
Cover a rectangular driveway: 20 ft long, 10 ft wide, gravel depth 5 inches, gravel density 104.88 lb/ft³, cost $100 per ton.
Step 1: Calculate Volume
Volume = 20 × 10 × 0.416667 = 83.3334 ft³
Step 2: Calculate Gravel Weight
1 ton = 2000 lb
Weight (tons) = (Volume × Density) ÷ 2000 = (83.3334 × 104.88) ÷ 2000 ≈ 4.37 tons
Step 3: Calculate Total Cost
Cost = Weight × Price per ton = 4.37 × $100 ≈ $437
You can also use a gravel cost calculator for instant calculations.
The right amount ensures a clean, finished look. Too much appears bulky; too little looks sparse.
Proper depth creates a stable surface. Too little gravel can create unevenness and hazards.
A cubic yard typically weighs 2,200–2,900 lb depending on type, moisture, and particle size.
Minimum 2–4 inches for general use; heavier traffic areas may require thicker layers.
| Material | Suggested Depth | Coverage Area per 1 ton |
|---|---|---|
| 3”-8” rock | 3”-8” | 60 sq. ft. |
| 1”-3” rock | 1”-3” | 80 sq. ft. |
| 3/4”-1” screened gravel | 2” | 100 sq. ft. |
| 5/8”-1/2” screened gravel | 2” | 120 sq. ft. |
| 1/4”-3/8” screened gravel | 2” | 140 sq. ft. |
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