How to use it
- Enter the desired bark depth in inches.
- The calculator instantly shows coverage in square feet.
- Use the result to order the right amount of bark.
What it does – You input the depth of bark you want in inches and the tool instantly tells you the square‑foot area that a single cubic yard will cover. Why it matters – Knowing the exact coverage prevents over‑buying, saves money, and ensures a uniform mulch layer that protects plants and suppresses weeds. How to read the result – The number shown is the total square footage you can expect at the depth you entered. If you need a deeper layer, the coverage number will be lower; a shallower depth yields a higher coverage. Use this figure to calculate total yards needed for your whole garden or to compare prices between suppliers. The calculator uses the standard conversion that 1 cubic yard equals 27 cubic feet, and each inch of depth corresponds to 12 feet in the conversion, resulting in the simple formula coverage = 324 ÷ depth (inches). This means you don't have to do the math yourself. The result updates immediately as you change the depth, letting you experiment with different mulch thicknesses to fit your budget and design goals.
Pro tips
- Add 10% extra for settling and wind to avoid running short.
- Round up the coverage to the nearest whole number for easier ordering.
- Measure the area first, then divide by the calculator's coverage to find required yards.
- Remember the depth input is in inches; a common mistake is entering centimeters.
Real-life examples
- A homeowner planning a new flower bed wants to know how much bark to order for a 2‑inch layer.
- A landscaper estimating mulch for a 5,000 sq ft park needs precise coverage per yard.
- A DIY gardener comparing prices between suppliers needs to match square footage to yard quantities.
Case study
Maria wanted a 3‑inch bark layer around her patio. Using the calculator, she entered 3 inches and saw she could cover 108 sq ft per yard. She ordered two yards instead of three, saving $45 and still achieving the desired depth.