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A 24-foot round above ground pool holds about 13,500 gallons when filled to a 4-foot water depth. The reliable figure to remember is 3,385 gallons per foot of water depth for a 24-foot circle, since the surface area is 452 square feet. Fill lines vary by wall height: a 48-inch wall filled to about 44 inches holds roughly 12,400 gallons, a 52-inch wall filled to 48 inches holds about 13,500, and a 54-inch wall filled to 50 inches holds about 14,100. Manufacturer figures run lower because they quote 90 percent of nominal capacity.
How many gallons at each water depth?
Measure the actual water depth in the middle of the pool, in feet, and read across. Do not use the wall height printed on the box.
| Water depth | In feet | Gallons | Typical wall |
|---|---|---|---|
| 36 in | 3.00 | 10,155 | Partial fill / soft ground |
| 40 in | 3.33 | 11,282 | 48 in wall, low fill |
| 44 in | 3.67 | 12,410 | 48 in wall, normal fill |
| 46 in | 3.83 | 12,974 | 52 in wall, low fill |
| 48 in | 4.00 | 13,538 | 52 in wall, normal fill |
| 50 in | 4.17 | 14,101 | 54 in wall, normal fill |
| 52 in | 4.33 | 14,665 | 52 in wall, brim (not recommended) |
| 54 in | 4.50 | 15,228 | 54 in wall, brim (not recommended) |

How is the number calculated?
For any round pool the arithmetic is short.
Gallons = π × radius² × depth × 7.48
A 24-foot pool has a 12-foot radius, so the area is 3.1416 × 144 = 452.4 square feet. One cubic foot holds 7.48052 US gallons, so each foot of depth is 452.4 × 7.48 = 3,384.6 gallons. Multiply by the water depth in feet and you have the volume.
The shortcut that works for any round pool is gallons = 5.9 × diameter² × average depth, using feet throughout. For a 24-foot pool at 4 feet: 5.9 × 576 × 4 = 13,594, within half a percent of the exact figure. Note that both formulas assume flat-bottom construction, which describes almost all above-ground pools. If yours has an expandable liner with a dished center, add roughly 8 to 12 percent.
| Round pool | Gallons per foot of depth | At 4 ft water depth |
|---|---|---|
| 12 ft | 846 | 3,384 |
| 15 ft | 1,322 | 5,288 |
| 18 ft | 1,904 | 7,616 |
| 21 ft | 2,591 | 10,364 |
| 24 ft | 3,385 | 13,538 |
| 27 ft | 4,283 | 17,132 |
| 30 ft | 5,288 | 21,152 |
| 33 ft | 6,398 | 25,592 |

Why does the exact volume matter?
Every chemical dose on every label is per 10,000 gallons. Get the volume wrong by 20 percent and every dose is wrong by 20 percent, in the same direction, every time. The consequences are asymmetric, which is what makes it worth measuring properly.
- Underdosing shock means never reaching breakpoint, so chloramines survive and the pool keeps consuming chlorine. See why your pool keeps losing chlorine.
- Overdosing cyanuric acid cannot be undone except by draining. It is the single easiest chemistry mistake to make permanent.
- Volume drives pump sizing and run time. Turnover is volume divided by flow — see how many hours a day to run a pool pump.
- Volume drives heating time and cost, at 8.34 BTU per gallon per degree — see how long it takes to heat a pool 10 degrees.
- Volume drives your water bill at fill and at every top-up — see how much it costs to fill a pool.

How can I verify the volume I calculated?
Use a chemical the pool has none of, and measure how far a known dose moves the reading. Salt is the cleanest test on a non-salt pool, and cyanuric acid works if you need to add it anyway.
One pound of cyanuric acid raises 10,000 gallons by about 12 ppm, so the volume works out as gallons = pounds added × 120,000 ÷ ppm rise. Take a baseline reading, add a precisely weighed quantity, run the pump for at least one full turnover so it dissolves and mixes completely, then test again. Add 1.5 pounds of stabilizer, see the reading climb 13 ppm, and the pool holds 1.5 × 120,000 ÷ 13, or about 13,850 gallons — close enough to confirm the geometry. If the measured figure differs from your calculation by more than 15 percent, re-measure the water depth first, since a slumped or uneven pool floor is the usual explanation.
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