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Concrete Volume Conversion Chart – Cubic Feet, Yards, Meters, Liters & Gallons

Concrete Volume Conversion Chart – ft3, yd3, m3, Liters & Gallons | ConcreteCalculate.com
Unit Conversion Reference

Concrete Volume Conversion Chart
Cubic Feet, Yards, Meters, Liters & Gallons

Convert an already-known concrete volume between cubic inches, cubic feet, cubic yards, cubic meters, liters, and U.S. gallons, using NIST-based conversion factors. This chart converts units only; it does not calculate project volume, bag yield, or square-foot coverage.

NIST-Based Factors ft³ ↔ yd³ ↔ m³ Liters & Gallons Worked Examples

This chart converts units only, not project volume or coverage

This page assumes you already know a concrete volume and need to convert it between units. To calculate project volume from dimensions, use the concrete volume calculator. To find how much area a volume covers at a given thickness, see the Concrete Coverage Chart.

Concrete Volume Conversion Chart, Quick Reference

Look up common concrete volumes across all six units at once. Cubic yards are the dominant U.S. ready-mix ordering unit, so the 27 ft³ = 1 yd³ row is highlighted below.

Starting VolumeCubic InchesCubic FeetCubic YardsLitersCubic MetersU.S. Gallons
1 ft³1,7281.000.037028.320.02837.48
5 ft³8,6405.000.1852141.580.141637.40
10 ft³17,28010.000.3704283.170.283274.81
15 ft³25,92015.000.5556424.750.4248112.21
20 ft³34,56020.000.7407566.340.5663149.61
25 ft³43,20025.000.9259707.920.7079187.01
27 ft³46,65627.001.0000764.550.7646201.97
0.25 yd³11,6646.750.25191.140.191150.49
0.50 yd³23,32813.500.50382.280.3823100.99
0.75 yd³34,99220.250.75573.420.5734151.48
1 yd³46,65627.001.00764.550.7646201.97
1 m³61,02435.311.30801,000.001.00264.17
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How to read this chart

Values are rounded to a practical number of decimals for construction reference. 1 ft³ = 27 ft³ per yd³ and 1 ft³ = 0.028316846592 m³ are exact by definition; other figures are derived and rounded for readability.

One-Unit Conversion Reference

A compact table of single-unit equivalents, based on NIST’s conversion factors for U.S. customary and SI volume units.

1 UnitEquivalent Volume
1 in³0.0005787 ft³
1 ft³1,728 in³
1 ft³0.037037 yd³
1 ft³28.3168 L
1 ft³0.0283168 m³
1 yd³27 ft³
1 yd³≈ 764.555 L
1 yd³≈ 0.764555 m³
1 m³≈ 35.3147 ft³
1 m³≈ 1.30795 yd³

NIST provides the authoritative U.S. customary to SI conversion factors underlying these values, including the exact relationship 1 ft³ = 0.028316846592 m³, derived from the international foot definition of 0.3048 m.

What Is Concrete Volume?

Volume is the three-dimensional space that mixed concrete occupies.

Common concrete-volume units in U.S. construction reference include cubic inches (in³), cubic feet (ft³), cubic yards (yd³), liters (L), and cubic meters (m³).

Why Concrete Uses Cubic Units

Concrete fills three-dimensional space, so quantity is calculated as V = L × W × H, with length, width, and height (or thickness) all contributing to the final volume. That is why volume is always expressed in cubic units rather than linear or square units.

Volume vs Area vs Length

Confusing square feet with cubic feet is one of the most common errors in concrete estimating.

MeasurementUnitDimensions
LengthftOne dimension
Areaft²Two dimensions (length × width)
Volumeft³Three dimensions (length × width × height)
Length versus area versus volume A one foot line represents length, a one foot by one foot square represents area in square feet, and a one foot cube represents volume in cubic feet 1 ft Length 1 ft² Area Volume 1 ft³
A line has length only. A square adds width to become an area. A cube adds height or thickness to become a volume. Slab thickness is what converts a known area into a volume.

You cannot convert square feet directly to cubic yards

Area alone does not determine volume. You must multiply the area by a thickness or depth before that quantity becomes a true volume that can be converted to cubic yards or any other volume unit.

Cubic Feet to Cubic Yards Conversion

Since 1 yd = 3 ft, a cubic yard is 3 × 3 × 3 = 27 cubic feet.

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Formula

yd³ = ft³ ÷ 27

ft³yd³
10.0370
50.1852
100.3704
150.5556
200.7407
250.9259
271.0000
401.4815
501.8519
1003.7037
Why one cubic yard equals 27 cubic feet A 3 foot by 3 foot by 3 foot cube is subdivided into a 3 by 3 grid of 1 foot cubes on the visible faces, totaling 27 one cubic foot cubes in one cubic yard 1 yd³ = 27 ft³ Front face shown: 3 ft × 3 ft, repeated 3 layers deep = 27 total 1 ft³ cubes 27 total ft³ cubes
A cube measuring 3 feet on every side, one cubic yard, contains exactly 27 individual 1-cubic-foot cubes.

Cubic Yards to Cubic Feet Conversion

Reverse formula: ft³ = yd³ × 27.

yd³ft³
0.102.7
0.256.75
0.5013.5
0.7520.25
127
1.540.5
254
381
5135
10270

Cubic Feet to Cubic Meters

NIST gives the exact relationship: 1 ft³ = 0.028316846592 m³.

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Formula

m³ = ft³ × 0.028316846592

ft³
10.0283
50.1416
100.2832
200.5663
250.7079
270.7646
501.4158
752.1238
1002.8317

Cubic Meters to Cubic Feet

Reverse relationship: 1 m³ ≈ 35.3147 ft³.

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Formula

ft³ = m³ × 35.3147

ft³
0.13.531
0.258.829
0.517.657
0.7526.486
135.315
270.629
5176.573
10353.147

Cubic Yards to Cubic Meters

NIST-based exact relationship: 1 yd³ = 0.764554857984 m³, commonly shown as 0.7645549 m³.

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Formula

m³ = yd³ × 0.7645549

yd³
0.250.1911
0.500.3823
10.7646
21.5291
32.2937
53.8228
107.6455

Particularly useful when reconciling U.S. ready-mix orders in cubic yards with international construction documents specified in cubic meters.

Cubic Meters to Cubic Yards

Reverse relationship: 1 m³ ≈ 1.30795 yd³.

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Formula

yd³ = m³ × 1.30795

This conversion deserves equal prominence to yd³ → m³, since many users encounter metric quantities in imported plans or international documentation and need to translate that into U.S. ready-mix yardage.

Cubic Feet to Liters

NIST gives 1 ft³ = 28.316846592 L, since 1 ft³ = 0.028316846592 m³ and 1 m³ = 1,000 L.

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Formula

L = ft³ × 28.316846592

ft³Liters
128.32
5141.58
10283.17
15424.75
20566.34
25707.92
27764.55
501,415.84
1002,831.68

Particularly useful for packaged concrete products, since U.S. manufacturer data sheets typically list yield in cubic feet while metric packaging lists the equivalent in liters.

Liters to Cubic Feet

Reverse relationship: 1 L ≈ 0.0353147 ft³.

Litersft³
50.1766
100.3531
200.7063
250.8829
501.7657
1003.5315
50017.6573
1,00035.3147

Cubic Yards to Liters

Using the NIST cubic-yard-to-cubic-meter relationship: 1 yd³ ≈ 764.555 L.

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Formula

L = yd³ × 764.555

yd³Liters
0.25191.1
0.50382.3
1764.6
21,529.1
32,293.7
53,822.8
107,645.5

Liters to Cubic Yards

Reverse relationship: 1 L ≈ 0.00130795 yd³.

Litersyd³
100.01308
200.02616
500.06540
1000.13080
2500.32699
5000.65398
7500.98096
1,0001.30795

Cubic Inches to Cubic Feet

NIST confirms 1 ft³ = 1,728 in³, since 1 ft = 12 in and 12³ = 1,728. Useful for small concrete repairs, forms, cores, or laboratory-scale samples.

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Formula

ft³ = in³ ÷ 1,728

Cubic Feet to Cubic Inches

Reverse relationship: in³ = ft³ × 1,728.

ft³in³
0.5864
11,728
23,456
58,640

Cubic Inches to Cubic Yards

Since 1 yd = 36 in, 1 yd³ = 36³ = 46,656 in³.

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Formula

yd³ = in³ ÷ 46,656

This conversion is useful but secondary compared with the more common ft³ ↔ yd³ relationship covered above.

Concrete Volume in U.S. Gallons

Included for completeness, but gallons are a secondary unit for concrete quantity.

VolumeU.S. Gallons
1 ft³≈ 7.4805 gal
1 yd³≈ 201.97 gal

Why Gallons Are Secondary for Concrete Quantity

Gallons are more commonly useful for water, admixture dosing, and container-volume context, while concrete quantity itself is normally expressed in cubic feet, cubic yards, or cubic meters in the United States.

U.S. Customary vs Metric Concrete Volume Units

Typical usage differs by country and project scale.

U.S. Construction UnitMetric Equivalent
in³cm³ / L
ft³m³ / L
yd³

In the United States, small quantities are typically expressed in ft³ and ready-mix orders in yd³. On metric projects, concrete quantities use m³ and small packaged quantities use liters. NIST cautions that SI and inch-pound values in technical standards may be treated as independent systems rather than assumed to be exact specification equivalents; ASTM C138/C138M makes the same point for its SI and inch-pound versions.

Exact vs Rounded Volume Conversion Factors

Understanding precision matters for making this chart technically reliable.

ApproachExample
Convenient site conversion1 m³ ≈ 35.31 ft³
Higher-precision conversion1 m³ ≈ 35.3147 ft³

NIST’s simplified conversion tables intentionally use rounded factors for everyday reference, while its detailed SI conversion-factor tables provide greater precision for technical work.

ConcreteCalculate’s editorial policy

Main quick charts on this page use 3 to 4 meaningful decimals. Calculation formulas use higher internal precision. Final construction quantities should be rounded practically based on actual ordering needs. Avoid carrying false precision into field decisions.

How to Convert Concrete Volume Units

The general workflow for any volume conversion.

Multiply When Converting to a Smaller Unit

Example, yd³ → ft³: 2 yd³ × 27 = 54 ft³.

Divide When Converting to a Larger Unit

Example, ft³ → yd³: 54 ÷ 27 = 2 yd³.

Use a Defined Conversion Factor for Metric Conversions

Examples: ft³ × 0.028316846592 = m³, and yd³ × 0.7645549 = m³.

Concrete volume conversion map A flow diagram linking cubic inches, cubic feet, cubic yards, cubic meters, and liters with the principal conversion factors connecting each unit in³ ft³ yd³ Liters ÷ 1728 ÷ 27 × 0.7645549 × 764.555
A visual summary of the principal conversion paths between cubic inches, cubic feet, cubic yards, cubic meters, and liters.

How to Calculate Concrete Volume Before Converting It

A brief bridge between project dimensions and this conversion chart. Full calculation intent belongs on your calculators.

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Formula for a rectangular placement

V = L × W × T. For measurements in feet: V(ft³) = L(ft) × W(ft) × T(ft). Then V(yd³) = V(ft³) ÷ 27.

Thickness Given in Inches

Convert first: T(ft) = T(in) ÷ 12.

For full project-volume calculation across shapes and applications, use the concrete volume calculator or the concrete calculator.

Concrete Slab Volume Conversion

One application-specific example, since slab conversions are where unit errors most commonly occur.

10 ft × 10 ft Slab at 4 in. Thick

Given: 10 ft length, 10 ft width, 4 in. thickness
1
Convert thickness to feet: 4 ÷ 12 = 0.3333 ft
2
Calculate volume: 10 × 10 × 0.3333 ≈ 33.33 ft³
3
Convert to cubic yards: 33.33 ÷ 27 ≈ 1.235 yd³
Result: calculate volume first in compatible units, then convert. This 10 ft × 10 ft × 4 in. slab equals approximately 1.235 yd³.

See the concrete calculator, concrete slab calculator, and Concrete Slab Thickness Chart for full project-specific slab planning.

A construction worker kneels to use a measuring tape on a rebar grid laid over a black vapor barrier inside wooden formwork, with a clipboard in the foreground displaying slab dimensions of 20 by 15 feet.
Accurate prep work is essential for a strong foundation. Here, a contractor double-checks the rebar grid spacing and formwork layout to ensure they perfectly align with the planned 20′ x 15′ x 4″ concrete slab dimensions before the final pour.

Converting Bagged Concrete Yield to Project Volume

Kept concise, since the Concrete Bag Yield Chart owns this full topic.

A standard 80-lb bag of bagged concrete mix has a published yield of approximately 0.60 ft³. Converting that to cubic yards: 0.60 ÷ 27 ≈ 0.02222 yd³. This demonstrates that bag yield is simply another volume that can be converted using the same formulas above. For complete bag-size yield data, see the Concrete Bag Yield Chart.

Converting Concrete Volume to Square-Foot Coverage

Volume cannot be converted to area until a thickness is supplied.

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Formula

A = V ÷ T, with compatible units. For 1 yd³ (27 ft³) at 4 in. thickness: T = 4 ÷ 12 = 1/3 ft, so A = 27 ÷ (1/3) = 81 ft².

Full coverage tables across many thicknesses live on the Concrete Coverage Chart, not here. This section exists only to show the bridge between a converted volume and the area it can cover.

Ready-Mix Concrete Volume Conversions

Highly relevant for the U.S. audience, since ready-mix is ordered in cubic yards.

Ordered Concreteft³Approx. Liters
0.25 yd³6.750.1911191.1
0.5 yd³13.50.3823382.3
1 yd³270.7646764.6
2 yd³541.52911,529.1
3 yd³812.29372,293.7
5 yd³1353.82283,822.8
10 yd³2707.64557,645.5
A ready-mix concrete truck pours wet concrete down a chute into wooden formwork filled with rebar, as two construction workers spread the mix. An overlay graphic states ready-mix concrete is ordered by the cubic yard, equating to 27 cubic feet.
Utilizing a ready-mix concrete delivery is the most efficient solution for large-scale foundation pours. Ordering by the cubic yard ensures construction crews receive the exact volume of perfectly mixed concrete directly into their prepared forms for immediate placement and finishing.

Concrete Volume Conversion Worked Examples

1

50 ft³ to yd³

1
50 ÷ 27 = 1.8519 yd³
Result: 50 ft³ equals approximately 1.8519 yd³.
2

2.5 yd³ to ft³

1
2.5 × 27 = 67.5 ft³
Result: 2.5 yd³ equals 67.5 ft³.
3

3 yd³ to m³

1
3 × 0.7645549 ≈ 2.2937 m³
Result: 3 yd³ equals approximately 2.2937 m³.
4

1.5 m³ to yd³

1
1.5 × 1.30795 ≈ 1.962 yd³
Result: 1.5 m³ equals approximately 1.962 yd³.
5

15 ft³ to Liters

1
15 × 28.3168 ≈ 424.75 L
Result: 15 ft³ equals approximately 424.75 liters.

Concrete Volume Conversion vs Yield

Prevents confusion between unit conversion and the engineering concept of concrete yield.

ConceptWhat It Does
Volume conversionChanges units only. Example: 1 yd³ = 27 ft³. The quantity of concrete does not change.
YieldDetermines how much concrete was actually produced from a batch or bag, per ASTM C138/C138M.

ASTM C138/C138M covers determination of fresh-concrete density and provides formulas for yield and relative yield, defining yield as the volume of concrete produced from known quantities of component materials. That is a fundamentally different concept from simply converting a known volume between units.

Common Concrete Volume Conversion Mistakes

Confusing ft² with ft³

Area and volume are fundamentally different measurements.

Converting square feet directly to cubic yards

Thickness must be applied first to create a real volume.

Forgetting thickness entirely

Without thickness, an area cannot become a volume.

Using inches as feet

Always convert thickness to feet before multiplying dimensions.

Dividing by 3 instead of 27 for ft³ to yd³

The conversion is cubic, not linear, so the factor is 27.

Assuming 1 yd³ = 3 ft³

That is the linear relationship; the volume relationship is 27 ft³.

Mixing incompatible units in one calculation

All dimensions must share the same unit before multiplying.

Confusing cubic yard with square yard

These describe volume and area respectively, not the same thing.

Confusing gallons with cubic feet

Gallons are a separate liquid-volume unit that requires its own conversion factor.

Mixing U.S. and imperial gallons

This page uses U.S. liquid gallons only; imperial gallons are a different, larger unit.

Treating liters and kilograms as interchangeable

Liters measure volume; kilograms measure mass. They are not the same dimension.

Confusing concrete volume with concrete weight

Weight depends on density; volume alone does not determine it.

Confusing bag weight with bag volume

Bag weight is mass; yield is the separate published volume figure.

Confusing volume conversion with concrete yield

Conversion changes units only; yield determines how much concrete was produced.

Confusing volume conversion with coverage

Coverage requires a thickness in addition to the volume.

Rounding too early

Round only the final reported value, not intermediate calculation steps.

Carrying unnecessary decimal precision into field ordering

Practical ordering does not need 6 decimal places.

Mixing SI and inch-pound specification values incorrectly

Treat each unit system independently per the governing specification.

Concrete Volume Conversion Chart Limitations

Read before applying these conversions

Unit conversion does not calculate project geometry automatically. Area cannot be converted to volume without a known thickness. Volume conversion does not account for waste, and it does not determine how much ready-mix should actually be ordered. Bag weight cannot be directly converted into concrete volume without the product’s published yield. Concrete weight cannot be determined from volume without density. Coverage cannot be determined from volume without depth. Gallon values on this page mean U.S. liquid gallons unless stated otherwise. Rounded chart values may differ slightly from high-precision calculator outputs. Engineering and specification work should use the unit system and precision appropriate to the governing documents.

Frequently Asked Questions

How many cubic feet are in one cubic yard of concrete?
One cubic yard equals exactly 27 cubic feet, since a cubic yard is a cube measuring 3 feet on each side and 3 × 3 × 3 = 27.
How many cubic yards are in one cubic foot?
One cubic foot equals 1 ÷ 27, or approximately 0.0370 cubic yards.
How many cubic feet are in half a yard of concrete?
Half a cubic yard equals 13.5 cubic feet, calculated as 0.5 × 27.
How many cubic feet are in a quarter yard?
A quarter cubic yard equals 6.75 cubic feet, calculated as 0.25 × 27.
How many cubic meters are in one cubic yard?
One cubic yard equals exactly 0.764554857984 cubic meters, commonly rounded to approximately 0.7646 cubic meters.
How many cubic yards are in one cubic meter?
One cubic meter equals approximately 1.30795 cubic yards.
How many liters are in one cubic foot?
One cubic foot equals approximately 28.3168 liters, based on the exact factor of 0.028316846592 cubic meters per cubic foot.
How many liters are in one cubic yard?
One cubic yard equals approximately 764.55 liters.
How many gallons are in a cubic foot?
One cubic foot equals approximately 7.48 U.S. liquid gallons.
How many gallons are in a cubic yard?
One cubic yard equals approximately 201.97 U.S. liquid gallons.
How many cubic inches are in one cubic foot?
One cubic foot equals exactly 1,728 cubic inches, since 1 foot equals 12 inches and 12³ = 1,728.
How many cubic inches are in one cubic yard?
One cubic yard equals exactly 46,656 cubic inches, since 1 yard equals 36 inches and 36³ = 46,656.
How do I convert cubic feet to concrete yards?
Divide the cubic feet value by 27. For example, 54 cubic feet ÷ 27 = 2 cubic yards.
Do I divide cubic feet by 27?
Yes, to convert cubic feet to cubic yards, divide by 27. To go the other direction, multiply cubic yards by 27 to get cubic feet.
Can I convert square feet directly to cubic yards?
No. Square feet measure area, not volume. You must know the thickness or depth to convert an area into a volume before converting that volume into cubic yards.
How do I convert concrete volume from metric to U.S. units?
Multiply cubic meters by approximately 35.3147 to get cubic feet, or by approximately 1.30795 to get cubic yards, using NIST-based conversion factors.
Is one cubic meter larger than one cubic yard?
Yes. One cubic meter is approximately 1.308 cubic yards, making it larger than one cubic yard by about 31 percent.

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