Cubic Yard Of Concrete Calculator

Instantly calculate the cubic yards of concrete you need, plus bags and cubic feet, for free.

  • Free
  • No sign-up
  • Instant results

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How to use it

  1. Enter length in feet.
  2. Enter width in feet.
  3. Enter thickness in inches.
  4. Click Calculate to see cubic yards, bags, and cubic feet.

What it does – The calculator takes the length and width of your slab in feet and the thickness in inches, then instantly shows the volume in cubic yards, the equivalent number of 80‑lb bags, and the volume in cubic feet. Why it matters – Knowing cubic yards helps you order the right amount of concrete and avoid costly over‑orders, while bag count lets you compare ready‑mix versus bagged options. How to read it – The cubic‑yard figure is the primary quantity for a concrete contractor. The bag count uses the constant that one 80‑lb bag yields about 0.6 cubic feet, so you can quickly see how many bags you’d need if you prefer bagged mix. The cubic‑foot value is useful for small projects or when checking your own manual calculations.

Pro tips

  • Add 5‑10% extra for waste and spillage.
  • Round up bag count to the nearest whole bag.
  • Order a little more than the exact cubic yards to avoid shortages.
  • Double‑check thickness units; inches vs. feet cause big errors.

Real-life examples

  • A homeowner estimating concrete for a new driveway slab.
  • A contractor planning the volume for a commercial floor slab.
  • A DIYer buying bags for a garden retaining wall.

Case study

Mike needed a 12‑ft by 8‑ft patio slab 4 in thick. Using the calculator he saw he required 0.89 cubic yards, about 52 bags. He ordered 55 bags, avoiding a shortfall and saving a delivery fee.

Frequently asked questions

How do I convert the result to cubic feet?
The calculator already shows cubic feet; use that value directly.
Why does the bag count seem low?
Each 80‑lb bag yields about 0.6 cubic feet, so the count is based on that constant.
Should I add extra for waste?
Yes, add 5‑10% to the cubic yard total to cover spillage and uneven subgrade.
Can I use the calculator for a circular area?
Enter the circle’s diameter as length and width (same value) for an approximate rectangular equivalent.
Is the calculator accurate for steep slopes?
It assumes a uniform thickness; for slopes, break the area into sections and sum the results.