16 × 30 ft area: the short answer
Covered 3 inches deep with crushed stone, a 16 × 30 ft area needs about 6.00 tons of gravel — about 4.44 cubic yards (120 cubic feet).
Area size
A 16 × 30 ft area covered 3 inches deep with crushed stone needs about 6.00 tons of gravel — that's 4.44 cubic yards, or 120 cubic feet. Change the depth and stone type below.
Gravel needed
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Covered 3 inches deep with crushed stone, a 16 × 30 ft area needs about 6.00 tons of gravel — about 4.44 cubic yards (120 cubic feet).
Lighter stone like pea gravel weighs a little less per yard; a driveway base goes deeper than a path. Change depth and stone type in the calculator, and order 5–10% extra for spreading.
Approximate crushed-stone density at 3″; 1 ton = 2,000 lb. Estimates only.
A 16 × 30 ft footprint approaches driveway and equipment-pad scale: enough for a car-and-swing clearance, a shop apron, or a long parking strip. At 3 inches, a single layer is on the thin side for vehicles, so this size is where the base layer usually becomes the larger part of the material budget.
For vehicle use, plan two layers: a compacted base of larger angular stone plus a finer surface layer, and consider depth beyond the 3-inch reference. For pedestrian or decorative use, 3 inches can work but still benefits from a compacted sub-base on soft ground. Treat the calculator result as the surface layer and size the base separately.
At 3 inches of crushed stone, a 16 × 30 ft area needs about 6.00 tons (4.44 cubic yards, 120 cubic feet). A 4-inch driveway base needs about a third more — set your depth in the calculator.
About 4.44 cubic yards at 3 inches deep. Suppliers sell by the ton or the cubic yard, so the calculator shows both — order about 5–10% extra for spreading and settling.
Source links and page assumptions reviewed .
Estimate only, based on approximate crushed-stone density at 3″ depth. Weights vary with stone size, moisture, and compaction. Confirm tonnage with your supplier before delivery.