Pea Gravel Calculator

Instantly calculate how many cubic yards, tons, and cubic feet of pea gravel you need for any area – free and instant.

  • Free
  • No sign-up
  • Instant results

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How to use it

  1. Enter length (ft), width (ft) and depth (in).
  2. Click the Calculate button.
  3. Read the cubic yards, tons and cubic feet results.

What it does – The Pea Gravel Calculator turns the dimensions of your project (length, width, depth) into three practical measures: cubic yards, tons, and cubic feet.

Why it matters – Ordering too little means extra trips and delays; ordering too much adds unnecessary cost and waste. Knowing the weight in tons helps you compare quotes from suppliers who price by weight.

How to read the results – Cubic yards is the volume you’ll order. Multiply by 1.4 to get tons (the calculator does this automatically). Cubic feet is a quick check if you’re used to that unit. All numbers are rounded to two decimals for easy ordering.

The depth you enter is in inches; the calculator converts it to feet before computing volume, ensuring accuracy for shallow beds typical of pea gravel paths.

If your area isn’t a perfect rectangle, break it into smaller rectangles, calculate each, and sum the results for a precise total.

Pro tips

  • Add 5‑10% extra for spillage and compaction.
  • Round up to the nearest 0.1 cubic yard for ordering ease.
  • Order by tons if the supplier quotes weight‑based prices.
  • Double‑check depth; a 1‑inch error can change volume noticeably.

Real-life examples

  • Planning a new garden pathway and need exact gravel quantity.
  • Estimating material for a backyard patio resurfacing project.
  • Preparing a driveway edging and want to compare supplier quotes.

Case study

Sara measured a 12 ft × 8 ft patio at 3 in depth, got 0.89 yd³ and 1.25 tons from the calculator, ordered that amount, and completed the project without extra trips or leftover material.

Frequently asked questions

Should I order extra?
Yes — add about 10% for settling, spillage and uneven ground. Weights are approximate and rise when the material is wet.