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Formula

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Results

Gravel Needed

Volume:

1.23 cubic yards

Weight:

1.67 tons (3,333 lbs)

Input Parameters

Parameter Value
Area Length 20 feet
Area Width 10 feet
Gravel Depth 2 inches
Gravel Density 100 lbs/cu ft

Detailed Results

Measurement Value
Area 200 square feet
Gravel Volume 33.33 cubic feet
1.23 cubic yards
Gravel Weight 3,333.33 lbs
1.67 tons

What the Gravel Calculator Does

This gravel calculator estimates how much gravel you need for a landscaping, driveway, or drainage project. It works in US imperial units — feet, inches, pounds, cubic yards and US tons (2,000 lbs). Enter four simple measurements and it returns the coverage area, the gravel volume in both cubic feet and cubic yards, and the total weight in pounds and tons. Knowing these figures helps you order the right amount of material and avoid paying for extra deliveries or returning surplus stone.

Rectangular gravel bed showing length, width, and depth dimensions
The calculator turns a rectangular area's length, width, and depth into gravel volume and weight.

The Four Inputs

  • Length of Area (feet) — the longer side of your rectangular space.
  • Width of Area (feet) — the shorter side of the space.
  • Depth of Gravel (inches) — how thick you want the gravel layer. A typical decorative layer is 2–3 inches; a driveway base may be 4 inches or more.
  • Gravel Density (lbs/cu ft) — the weight of your specific gravel per cubic foot. Most crushed stone falls between 95 and 105 lbs/cu ft, with around 100 being a common default.

The Formula

The calculator runs these steps:

  • Area (sq ft) = \( \text{Length} \times \text{Width} \)
  • Volume (cu ft) = \( (\text{Area} \times \text{Depth}) \div 12 \) — dividing by 12 converts the depth from inches to feet
  • Volume (cu yd) = \( \text{Volume (cu ft)} \div 27 \) — there are 27 cubic feet in a cubic yard
  • Weight (lbs) = \( \text{Volume (cu ft)} \times \text{Density} \)
  • Weight (tons) = \( \text{Weight (lbs)} \div 2{,}000 \)

$$\text{Weight (tons)} = \frac{\text{Length (ft)} \times \text{Width (ft)} \times \frac{\text{Depth (in)}}{12} \times \text{Density (lbs/cu ft)}}{2000}$$

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Diagram of the gravel weight formula chain from area to volume to weight
Length times width gives area, multiplied by depth gives volume, then density converts to weight.

Worked Example

Suppose you have a patio area 20 feet long by 10 feet wide, with a 3-inch gravel depth and a density of 100 lbs/cu ft:

  • Area = \( 20 \times 10 = 200 \) sq ft
  • Volume = \( (200 \times 3) \div 12 = 50 \) cu ft
  • Volume = \( 50 \div 27 \approx 1.85 \) cu yd
  • Weight = \( 50 \times 100 = 5{,}000 \) lbs
  • Weight = \( 5{,}000 \div 2{,}000 = 2.5 \) tons

So you would order roughly 1.85 cubic yards, or 2.5 tons, of gravel.

FAQ

What gravel density should I use? Check with your supplier, but 100 lbs/cu ft is a safe estimate for most crushed stone and pea gravel.

Should I order extra? Yes — adding about 5–10% covers settling, compaction and uneven ground.

My area isn't rectangular. Can I still use it? Break the space into rectangles, calculate each separately, then add the volumes together.

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