Potting Soil Calculator - Volume, Liters, and Bag Equivalents

Potting soil calculator for rectangular planters, round pots, and flower pots. Returns total cubic-inch volume, liters, US quarts, and 8-quart bag counts.

Updated: June 16, 2026 • Free Tool

Potting Soil Calculator

Pick the shape that matches your container.

All linear inputs use this unit.

Inside length of the rectangular planter.

Inside width of the rectangular planter.

Inside diameter at the top of round or flower pots.

Inside diameter at the base. Use the top diameter again for a true cylinder.

Vertical depth that the soil will fill.

Number of identical containers you are filling.

Results

Total Soil Volume
0L
Single Container Volume 0in³
Total Volume 0in³
US Liquid Quarts 0qt
8-Quart Bags Needed 0bags

What Is the Potting Soil Calculator?

A potting soil calculator tells you how much soil to buy for any container. Pick the shape, enter dimensions and quantity, and the tool returns total volume in cubic inches, liters, US liquid quarts, and standard 8-quart bag equivalents. Use it for houseplants, herb pots, balcony planters, or a row of flower pots.

  • Potted houseplants and herbs: size up a single pot or a windowsill row before you buy a bag.
  • Balcony and patio planters: plan long rectangular troughs or grouped round containers for the season.
  • Repotting nursery stock: match the new pot's volume so root balls sit at the right depth.
  • Greenhouses and seedling trays: scale a small cell volume to a full flat or rack.

Bags are sold by the bag, the liter, or the cubic foot, and each supplier rounds differently. The calculator converts inside volume into every unit you are likely to see on a shelf and multiplies by container count, so you get one number to shop with.

Whether you are starting seeds, repotting, or refilling a patio trough, the first step is container volume, not the weight on the bag.

When you are refreshing a bed, run the result against the compost calculator to see whether compost or fresh mix fits the volume.

How the Potting Soil Calculator Works

The calculator picks one of three geometric volume formulas from the container shape, then multiplies the result by the quantity. The single-container volume is converted to liters using the NIST-defined 0.016387064 L per cubic inch factor, then liters become US liquid quarts and 8-quart bag equivalents.

Rectangular: V = length × width × depth. Round: V = π × R² × depth. Flower pot: V = (1/3) × π × depth × (R² + R × r + r²).
  • Shape: Rectangular planter, round pot, or flower pot (truncated cone).
  • Length and Width: Inside length and width of a rectangular planter in the selected unit.
  • Top Diameter: Inside diameter at the open top of a round or flower pot.
  • Bottom Diameter: Inside diameter at the base of a flower pot. Set equal to the top diameter to model a true cylinder.
  • Depth: Vertical depth the soil will fill, measured from the inside bottom to the target soil line.
  • Quantity: Number of identical containers the calculator should sum.

Linear inputs are converted to inches first, so the calculator works whether you measure in centimeters, feet, or meters. The volume formula runs in cubic inches, the result multiplies by quantity, and the remaining outputs fall out of the unit chain.

Rectangular planter

24 in long, 12 in wide, 10 in deep, 1 planter.

V = 24 × 12 × 10 = 2,880 in³.

Total volume = 2,880 in³ (47.19 L, 49.86 US qt, 7 standard 8-quart bags rounded up).

Use this for window boxes and balcony troughs. A 2 cubic foot bag (about 56 L) covers it with room to spare.

Round 12 inch pot

12 in top diameter, 10 in deep, 4 pots.

V per pot = π × 6² × 10 ≈ 1,130.97 in³. 4 pots = 4,523.89 in³.

Total volume = 4,523.89 in³ (74.13 L, 78.34 US qt, 10 standard 8-quart bags rounded up).

Order a 2.5 cubic foot bag (about 70 L) plus one 8-quart bag, or two 1.5 cubic foot bags, for four matching pots.

According to MathWorld: Frustum, the volume of a right circular frustum such as a tapered flower pot is (1/3) × π × depth × (R² + R × r + r²), and the same expression reduces to π × R² × depth when the two radii are equal.

Once you know the soil volume, the plants calculator converts bed area and spacing into a plant count so you can size seedlings to the container.

Key Concepts Behind Potting Soil Volume

Three shape formulas, one conversion chain, one pot depth pitfall. Skim these before you measure a real container.

Rectangular planter volume

A rectangular planter is a rectangular prism, so its inside volume is length × width × depth along the inside walls. Use inside dimensions, not outside ones, because wall thickness and rim width can steal 5 to 10 percent of the apparent volume.

Cylinder volume for round pots

A round pot is a right circular cylinder, so its volume is π × R² × depth, where R is half the top diameter. Measure across the inside rim, divide by 2, square the radius, then multiply by π and depth.

Frustum volume for flower pots

Most flower pots taper from a wider rim to a narrower base, so they are frustums (truncated cones). The volume is (1/3) × π × depth × (R² + R × r + r²), where R is the top radius and r is the bottom radius. Setting R equal to r reduces the formula to the cylinder result.

Cubic-inch to liter conversion

Soil is sold by the liter, the quart, or the cubic foot, so the cubic-inch answer is converted to liters with 0.016387064 L/in³ (the NIST value for one cubic inch in milliliters divided by 1000). Liters become US liquid quarts and divide by 8 for standard bag counts.

These four ideas cover any container: measure inside, convert to inches, run the shape formula, apply the unit conversions.

According to Wikipedia: Cone (geometry) — Volume, the volume of a right circular cone is (π × r² × h) / 3, and a frustum (truncated cone) like a flower pot uses the same π and a depth-weighted radius combination.

If the soil volume points to a topping layer, the composting calculator estimates yard and food waste needed to produce that much finished compost.

How to Use the Potting Soil Calculator

Measure the inside of the container, pick the matching shape, and let the calculator handle the rest.

  1. 1 Measure inside dimensions: Use a tape to record length, width, depth, and (for tapered pots) top and bottom diameters.
  2. 2 Choose the matching shape: Pick rectangular for planters and trays, round for cylindrical pots, flower pot for tapered pots.
  3. 3 Pick a unit and enter the numbers: Set the unit selector, then enter each value. The calculator converts to inches under the hood.
  4. 4 Set the quantity: If you are filling several identical pots, set the quantity to the number of containers. Leave it at 1 for one pot.
  5. 5 Read the results: Use the liter value for bags printed in liters, the quart value for US quart bags, and the bag count for shopping.

Repotting a 12 inch orchid into a larger round pot? Enter 14 in top diameter, 12 in depth, quantity 1, and the total volume jumps from about 18.5 L to about 26.9 L.

For an outdoor bed, cross-check the result with the mulch calculator so the mulch and potting soil orders do not overlap or leave a gap.

Benefits of Using This Potting Soil Calculator

The calculator turns a tape measure and a little mental math into a single shopping list.

  • Match the bag, not the guess: Compare 8-quart, 1.5 cubic foot, and 2 cubic foot bags side by side using the quart and liter outputs.
  • Scale to any quantity: Plan a single windowsill herb or a hundred seedling cells with the same workflow.
  • Handle tapered flower pots correctly: The frustum formula gives the right answer for typical clay and plastic pots, not the over-estimate from the cylinder formula.
  • Mix units without re-doing math: Enter dimensions in centimeters, feet, or meters; the calculator converts to inches automatically.
  • Avoid buying too little soil: The bag count rounds up, so a small extra is built in for settling and spillage.
  • Plan ahead for the next size up: Re-run with the next pot size to see how much more soil it needs.

If the container is actually a shallow raised bed, switch to the raised garden bed calculator for lumber and soil mix totals.

Factors That Affect Your Potting Soil Result

Volume math is exact, but real soil and real pots are not. Plan for these factors before you order.

Container shape and taper

A flower pot that tapers from a 12 in rim to a 9 in base at 10 in deep holds about 871.79 in³, roughly 23 percent less soil than a 12 in cylinder of the same depth (about 1,130.97 in³).

Inside vs. outside dimensions

Manufacturer specs often list outside length and width. Wall thickness can be 3 to 5 mm on plastic pots and 8 to 12 mm on terracotta, so measure inside whenever possible.

Soil depth and headroom

Most pots should be filled to about 1 in below the rim to leave watering headroom. Cutting depth by 1 in on a 12 in pot removes about 8 percent of the volume.

Soil settling and compaction

Fresh potting mix settles 5 to 10 percent after the first watering. The bag count rounds up, so a small extra is built in, but heavy tamping will still leave a gap.

Unit of the bag vs. unit of the pot

US bags are often sold in dry quarts (smaller than liquid quarts), UK bags in liters. Match the bag size to the same unit family as the calculator output to avoid a 10 to 15 percent mismatch.

  • The calculator assumes straight, vertical walls for rectangular planters and round pots. Slanted walls (a tapered trough) use the frustum formula, which can over- or under-estimate if your trough is not a true truncated cone.
  • The bag count assumes an 8-quart US liquid quart bag, a common but not universal size. A 1.5 cubic foot bag (about 42.5 L) is roughly 45 US liquid quarts, so use the quart output and the bag size printed on the bag for a closer match.

These factors are why the calculator rounds bag counts up. Use the volume output for planning and the bag count as a shortcut.

According to NIST SP 811: Guide for the Use of the International System of Units (SI), one cubic inch equals 16.387064 milliliters, so the cubic-inch to liter conversion uses 0.016387064 L/in³.

Outdoor beds that share soil with surrounding ground can use the topsoil calculator to compare yard-level topsoil with the container result.

Potting soil calculator for rectangular, round, and flower pot shapes showing cubic-inch, liter, quart, and bag results
Potting soil calculator for rectangular, round, and flower pot shapes showing cubic-inch, liter, quart, and bag results

Frequently Asked Questions

Q: How do I calculate how much potting soil I need?

A: Measure the inside dimensions of the container, pick the matching shape on the potting soil calculator, set the quantity, and read the liter or quart output. The tool multiplies one container's volume by the number of pots so you get a single shopping number.

Q: What is the formula for the volume of a flower pot?

A: A tapered flower pot is a frustum, so its volume is (1/3) × π × depth × (R² + R × r + r²), where R is the radius at the top rim and r is the radius at the base. Setting R equal to r reduces the formula to the cylinder result used for round pots.

Q: How much soil fits in a 12 inch round pot?

A: A 12 in round pot that is 10 in deep holds about 1,130.97 in³ of soil, which is roughly 18.53 L or 19.6 US liquid quarts. That is just under two and a half standard 8-quart bags of potting mix per pot.

Q: Should I fill a pot all the way to the top with soil?

A: No. Leave about 1 in of headroom between the soil line and the rim so water can soak in without running off the top. For a 12 in pot, that 1 in of headroom removes about 8 percent of the inside volume, so plan for slightly less soil than the maximum.

Q: How do I convert pot soil volume from cubic inches to liters?

A: Multiply the cubic-inch volume by 0.016387064 to get liters, the standard NIST conversion factor. A 1,000 in³ pot, for example, holds about 16.39 L of soil, which is about 17.3 US liquid quarts.

Q: Does the shape of a pot change how much soil I need?

A: Yes. A 12 in round pot that is 10 in deep holds about 1,130.97 in³, but a tapered flower pot with a 12 in rim and 9 in base of the same depth holds about 871.79 in³, roughly 23 percent less than the cylinder. Always pick the shape that matches the pot you are actually filling.