Cubic Yards Calculator

Calculate cubic yards of material needed for a rectangular area given length, width, and depth in inches. Free, instant, no signup.

Formula: Cubic yards = length (ft) × width (ft) × depth (in) ÷ 12 ÷ 27

How to use the Cubic Yards Calculator

  1. Enter your values. Fill in the fields with your numbers.
  2. Calculate. Press Calculate to run the cubic yards calculator.
  3. Use the result. Copy the result or try a related tool next.

Why use our Cubic Yards Calculator

Instant results. Enter your figures and the cubic yards calculator returns an answer in seconds.
Free & private. Runs in your browser — no signup, and nothing is sent to a server.
Accurate. Uses standard formulas so you can rely on the numbers.

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About the Cubic Yards Calculator

The Cubic Yards Calculator turns the length, width, and depth of an area into the volume of loose material you need to fill it, expressed in cubic yards. It exists because bulk landscaping and construction materials such as concrete, topsoil, mulch, gravel, sand, and crushed stone are almost always sold and delivered by the cubic yard, while you measure your project in feet and inches. Rather than juggling unit conversions in your head, you enter your dimensions and instantly see how much to order, avoiding both a half-finished job and a pile of wasted, expensive surplus sitting in your driveway.

Reach for this tool any time you are filling a defined space with a poured or poured-in material. Common jobs include pouring a concrete patio, driveway, or footing; spreading mulch over flower beds; topping a garden with new soil; laying a gravel base or driveway; backfilling a trench; or filling a raised bed. It is equally useful when a supplier quotes you a price per yard and you need to know your true quantity, or when a delivery ticket lists yards and you want to confirm it matches the space you measured. Because the math is identical for every loose material, one calculator covers all of these projects.

Under the hood the calculation is simple geometry. The tool multiplies length by width by depth to get the volume in cubic feet, then divides by 27, because a cubic yard is a cube three feet on each side (3 x 3 x 3 = 27 cubic feet). The key detail is unit consistency: depth is usually given in inches for shallow layers like a 3-inch bed of mulch or a 4-inch slab, so it must be converted to feet (inches divided by 12) before multiplying. For round areas the tool uses pi x radius squared x depth, then divides by 27. The result is the bare geometric volume, which you typically round up and pad before ordering.

Everything is computed locally in your browser the moment you submit your dimensions, so the numbers you type are never uploaded, stored, or shared. As for accuracy, the formula itself is exact, but real-world results depend on your inputs: measure to the same units throughout and account for uneven ground, slopes, and settling. The calculator gives geometric volume only, not weight, so it does not know the density of your specific material. For that reason, treat the figure as a precise starting point and add a waste margin, as described below, before placing your order.

Frequently asked questions

What is the formula for calculating cubic yards?

Multiply length by width by depth in feet to get cubic feet, then divide by 27, since one cubic yard equals 27 cubic feet. If your depth is in inches, divide it by 12 first to convert it to feet.

How do I calculate cubic yards if my depth is in inches?

Convert the depth to feet by dividing the inches by 12 before you multiply. For example, a 4-inch layer is 4 / 12 = 0.333 feet, so a 20 ft x 15 ft area at 4 inches is 20 x 15 x 0.333 = about 100 cubic feet, or roughly 3.7 cubic yards.

How much extra material should I order?

Add a waste margin to the calculated volume. About 10 percent extra is a common allowance for landscaping materials to cover settling, spillage, and uneven ground, while concrete is often ordered with a 10 to 15 percent overage, rounded up to the nearest quarter yard.

How many square feet does one cubic yard cover?

One cubic yard covers about 324 square feet at 1 inch deep, 162 square feet at 2 inches, 108 square feet at 3 inches, and 81 square feet at 4 inches. The deeper the layer, the smaller the area a single yard will cover.

How do I figure cubic yards for a round or circular area?

Use pi (about 3.14159) times the radius squared times the depth in feet, then divide by 27. The radius is half the diameter, so a 10-foot-wide circle has a 5-foot radius.

From our blog

How to Use a CAGR Calculator to Compare Investments Fairly

By the Super Simple Digital Tools Team · Updated June 2026

Compound Annual Growth Rate sounds technical, but the idea is simple: it is the steady yearly pace that would take your starting amount to your ending amount over a set number of years. Real investments rarely grow at a fixed rate, but CAGR gives you a single, comparable number that strips out the noise of good years and bad years. That makes it the go-to metric whenever someone wants to say how fast something grew without listing every annual figure.

To use the calculator, gather three things: where the value started, where it ended, and how long that took in years. Suppose a fund grew from 10,000 to 16,000 over four years. Enter those numbers and the tool computes (16,000 / 10,000) ^ (1/4) - 1, which is roughly 12.5 percent per year. You did not earn exactly 12.5 percent in any single year, but that rate, compounded annually, reproduces the same finishing balance.

The most valuable thing CAGR does is let you compare options that ran for different lengths of time. A stock held for three years and a property held for seven cannot be compared by raw profit alone, because the longer hold had more time to grow. Annualizing both to a CAGR puts them on the same yearly scale, so you can judge which one actually grew faster per year rather than which one simply had longer to add up.

The classic mistake is confusing CAGR with the simple average of yearly returns. If an investment gains 50 percent one year and loses 50 percent the next, the arithmetic average is zero, yet you have actually lost money: 100 becomes 150, then 75. CAGR captures that reality because it multiplies the periods together instead of adding them, which is exactly why serious performance reporting leans on the geometric measure.

Treat CAGR as a clean summary, not the whole story. It deliberately ignores the bumps along the way, says nothing about risk or volatility, and assumes you neither added nor withdrew money during the period. For a true measure of an account with regular contributions, you would need a money-weighted return instead. Used for what it is, though, CAGR is one of the fastest, clearest ways to express and compare long-run growth.

  • Make sure your start and end values cover exactly the period you intend; including or excluding a partial year quietly shifts the result.
  • For sub-year spans, convert months to a decimal of a year (eight months = 0.667) so the calculator annualizes the rate correctly.
  • When comparing two investments, always annualize both to CAGR rather than comparing total percentage gains over unequal time frames.
  • Pair a high CAGR with a look at the underlying year-by-year returns, since the smoothed figure can hide sharp drops and recoveries along the way.

Read the full guide →

Tool by the Super Simple Digital Tools Team. Reviewed by our editorial team. Free to use, no signup required.

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