Frequently Asked Questions
How many cubic yards of gravel do I need for a 10x20 area at 4 inches deep?
A 10 by 20 foot area at 4 inches deep equals 800 cubic feet times 0.333, giving 267 cubic feet. Dividing by 27 gives approximately 9.9 cubic yards. Adding a 10 percent waste allowance brings the order to about 11 cubic yards. At roughly 1.4 tons per cubic yard, that is around 15 tons of material.
How many tons of gravel are in a cubic yard?
It depends on the material. Standard crushed gravel weighs approximately 1.4 tons per cubic yard. Pea gravel is lighter at about 1.3 tons per cubic yard. Sand is similar to gravel at roughly 1.35 tons. Wet or very dense angular crushed stone can reach 1.5 tons per cubic yard. Ask your supplier for the actual weight per yard if precision matters for your order.
How deep should I lay gravel for a driveway?
A new gravel driveway should have a compacted base layer of 4 to 6 inches of larger crushed stone for drainage and stability, topped with 2 to 3 inches of smaller gravel as the driving surface. When topping up an existing gravel driveway, 2 to 3 inches of fresh material is typically sufficient. Using multiple compacted layers produces a much more stable surface than a single deep layer.
What size gravel is best for driveways?
For the surface layer, 3/4-inch to 1-inch crushed stone or washed river gravel is popular because it compacts well and drains effectively. Pea gravel looks attractive but rolls and disperses underfoot and under tires. A base layer of 1.5 to 2-inch crusher run, which includes fines, compacts tightly and creates a stable foundation that prevents the surface gravel from sinking into soft soil.
Provided by AllCalculators.io
Free online calculators for everyday. No registration required.
Estimates for informational purposes only.
Important Disclaimer: Estimates for informational purposes only.
This calculator provides estimates for informational purposes only. Results are based on assumptions and may not reflect actual outcomes. Consult qualified professionals in relevant fields before making important decisions based on these results.