One cubic yard is 27 cubic feet
Bulk mulch is sold by the cubic yard, and bagged mulch is sold by the cubic foot. The bridge between them is a cube 3 feet on each side: 3 x 3 x 3 is 27 cubic feet. Everything else on this page is that one number, divided.
So the bag count in a yard depends entirely on which bag you are holding. Three cubic foot bags are the common bulk-buy size at a garden center, and 27 divided by 3 is 9. Two cubic foot bags are the common smaller size, and 27 divided by 2 is 13.5 — which becomes 14, because nobody sells half a bag.
| Cubic yards | Cubic feet | 3 cu ft bags | 2 cu ft bags |
|---|---|---|---|
| 1 yd | 27 | 9 | 14 |
| 2 yd | 54 | 18 | 27 |
| 3 yd | 81 | 27 | 41 |
| 4 yd | 108 | 36 | 54 |
| 5 yd | 135 | 45 | 68 |
| 6 yd | 162 | 54 | 81 |
| 7 yd | 189 | 63 | 95 |
| 8 yd | 216 | 72 | 108 |
| 9 yd | 243 | 81 | 122 |
| 10 yd | 270 | 90 | 135 |
These are the counts the mulch calculator returns for the same volume, rounded up to whole bags. The 2 cubic foot column is the one that catches people: at odd yard counts it is noticeably more than the exact division, because 13.5 bags becomes 14.
A yard covers less ground than it looks like
The other direction is the one people size beds with. A cubic yard spread one inch deep covers 324 square feet — 27 cubic feet times 12 inches per foot. At two inches it covers half that, and at four inches a quarter.
| Depth | Area covered | 3 cu ft bags | 2 cu ft bags |
|---|---|---|---|
| 1 in | 324 sq ft | 9 | 14 |
| 2 in | 162 sq ft | 9 | 14 |
| 3 in | 108 sq ft | 9 | 14 |
| 4 in | 81 sq ft | 9 | 14 |
The bag columns not moving is the point worth internalising: one cubic yard is one cubic yard whether you spread it thin over a big bed or thick over a small one. Depth changes the area, never the volume. When an order looks wrong, the depth is almost always where it went wrong.
Which bag are you actually buying
Garden centers sell mulch in four volumes, and only the label distinguishes them. The conversion is 27 divided by the bag's cubic feet.
| Bag size | Bags per cubic yard | Coverage at 1 in |
|---|---|---|
| 3 cu ft | 9 | 36 sq ft |
| 2 cu ft | 13.5 (14) | 24 sq ft |
| 1.5 cu ft | 18 | 18 sq ft |
| 1 cu ft | 27 | 12 sq ft |
The 2 cubic foot row is the only one that does not divide evenly, which is why it is the size that produces odd orders. A 2 cubic foot bag covers 24 square feet at an inch and 12 at two inches — handy numbers if you are topping up a single bed and would rather not measure the whole yard.
Where bags stop being the sensible buy
Bagged mulch is a convenience product. It is dry, it stacks, it stores, and you can carry it through a gate on your own. What it is not is efficient at volume: three cubic yards is 27 bags of 3 cubic feet, and that is 27 bag openings, 27 trips, and a stack of plastic to get rid of afterwards. The same three yards arrives as one pile if you order it bulk.
The crossover is a quantity question rather than a price one. Count the bags it would take — this page exists so that count is not a guess — and compare it with the yardage. Below one yard, bags almost always win, because a bulk order is rounded up to a whole yard and a partial bed means you are paying for mulch you leave in the pile. Past about three yards the bag count climbs into the dozens, and moving that by hand stops being an afternoon chore and becomes the whole weekend.
One detail that surprises people: bulk mulch is often sold by the “scoop” of a front-end loader, which is roughly half a cubic yard. A half-yard scoop is the same as 4.5 bags of 3 cubic feet, rounded up to 5 — the calculator shows that scoop count alongside the bags so the two units can be compared before you order.
Depth is the number that changes the order
Nothing on this page matters as much as the depth, because area divided by depth is what turns a comfortable bed into a buried one.
- One inch for a refresh. A bed that already has a layer loses about an inch a season to decomposition, and that is what you put back. It keeps the layer working instead of building it up.
- Two to three inches for a new bed. This is the establishment depth, deep enough to suppress weeds and hold moisture without cutting the soil off from air.
- Four inches is a ceiling, not a target. Beyond it, water struggles to reach the soil and fine roots grow up into the mulch where they dry out. If the bed is already there, rake rather than add.
The mistakes that turn into extra bags
01
Multiplying square feet by inches
A bed of 300 square feet at 2 inches is not 600 cubic feet. Inches have to become feet first: 300 x (2 / 12) is 50 cubic feet, which is under 2 cubic yards. Skipping the conversion inflates the order sixfold.
02
Buying a yard when the bed wants a bag
A yard is 27 cubic feet, which is 324 square feet at one inch. If the bed is smaller than that, bulk mulch is a delivery and a wheelbarrow job for something nine bags would have covered.
03
Treating 2 and 3 cubic foot bags as interchangeable
The bag sizes are half again apart. Six 3 cubic foot bags are 18 cubic feet; six 2 cubic foot bags are 12. Read the volume on the bag, not the price tag or the picture on the front.
04
Sizing a refresh like a fresh bed
An established bed needs about an inch a year to replace what decomposed. Starting it at three inches triples the mulch, and it is the fastest way to build a layer deep enough to starve the roots under it.
05
Forgetting that the last bag is a partial bag
Bag counts round up, so the yard column and the bag column never convert back and forth exactly. Fourteen 2 cubic foot bags are 28 cubic feet, a cubic foot more than the yard they replace. That extra is the cost of buying bagged.
Run your own conversion
The link below opens the mulch calculator on 324 square feet at 1 inch — exactly one cubic yard, and 9 bags of 3 cubic feet or 14 bags of 2. Change the area to your own bed and the cubic feet, cubic yards, both bag sizes, and the loader scoop count all follow.
Working the other way — you have a depth in mind and a bed that already has a layer? Mulching over old mulch sizes the annual refresh and covers the depth buildup problem, and the gravel driveway guide runs the same volume arithmetic for the one material where depth is decided by layers rather than by plants.