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Cubic Foot to Cubic Yard Calculator

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Formula: yd³ = ft³ ÷ 27

Converted Cubic Yards

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ft³

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Multiplier

0.037037

yd³

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Relation

1 yd³ = 27 ft³

How this cubic foot to cubic yard calculator works

Enter a volume in cubic feet. The calculator divides that number by 27 and shows the result in cubic yards. yd³ = ft³ ÷ 27.

One yard is 3 feet. Volume uses three dimensions, so a cubic yard holds 3 × 3 × 3 = 27 cubic feet. Dividing by 27 is the same as multiplying by 1 ÷ 27. The multiplier card shows that factor to six decimal places: 0.037037. The relation card states the exact link, 1 yd³ = 27 ft³.

Worked example: the field’s sample volume is 100 ft³. 100 ÷ 27 = 3.703703703…, which the page rounds to 3.703704 yd³. A cube that is 3 feet on every side is 27 ft³ and converts to exactly 1 yd³. Half of that, 13.5 ft³, converts to 0.5 yd³.

This is a volume conversion. Dividing a length in feet by 3 gives yards. Dividing a volume in cubic feet by 27 gives cubic yards. The result is rounded to at most six decimal places, and trailing zeros are dropped. Zero is allowed and returns 0 yd³. A negative volume is rejected. The circle fills as the input approaches 50 ft³, which is 1.851852 yd³, and stays full above that while the cubic-yard figure keeps growing.

Cubic foot to cubic yard examples

Each cubic-yard value is the cubic-foot volume divided by 27, rounded the same way as the calculator.

Cubic feetCubic yardsWhat it marks
10.0370371 ÷ 27
90.333333One third of a cubic yard
13.50.5Half a cubic yard
271A 3 ft cube
501.851852Ring is full
542Two cubic yards
1003.703704Sample input
27010Ten cubic yards

How to read the result

  • Divide by 27

    27 ft³ is exactly 1 cubic yard, because 27 ÷ 27 = 1.

  • Volume, not length

    Cube the yard-to-foot factor. 3 × 3 × 3 is the divisor used here.

  • Six decimal places

    1 ft³ is printed as 0.037037 yd³, and 100 ft³ is printed as 3.703704 yd³.

  • The circle

    The ring is full at 50 ft³. 100 ft³ still converts to 3.703704 yd³.

Frequently asked questions

  • How do you convert cubic feet to cubic yards?

    Divide the volume in cubic feet by 27. yd³ = ft³ ÷ 27. The page shows that result to at most six decimal places. 100 ft³ is 3.703704 yd³.

  • Why is the divisor 27?

    One yard is 3 feet. A cubic yard is a cube one yard on each side, so it holds 3 × 3 × 3 = 27 cubic feet. Entering 27 returns 1 yd³.

  • What is 1 cubic foot in cubic yards?

    1 ÷ 27 = 0.037037037…, which this page rounds to 0.037037 yd³. The multiplier card shows the same factor, 1 ÷ 27, to six decimal places as 0.037037.

  • How many cubic feet are in 1 cubic yard?

    Exactly 27. The relation card on this page states 1 yd³ = 27 ft³. Multiplying a cubic-yard result by 27 returns the cubic feet.

  • Is this the same as converting feet to yards?

    A length in feet is divided by 3 to get yards. This page converts volume, so it divides by 3 cubed, which is 27. A box 3 ft by 3 ft by 3 ft holds 27 ft³, which is 1 yd³, not 3 yd.

  • How many decimal places are shown?

    The cubic-yard figure is rounded to six decimal places, and trailing zeros are dropped. 9 ft³ appears as 0.333333 yd³, 13.5 ft³ appears as 0.5 yd³, and 50 ft³ appears as 1.851852 yd³.

  • Can I convert zero or a negative volume?

    Zero is allowed and returns 0 yd³. A negative number is rejected. The field must be 0 or greater.

  • Why does the circle fill at 50 cubic feet?

    The ring is a visual scale that is full when the input reaches 50 ft³. That volume is 1.851852 yd³. Larger volumes still convert. 100 ft³ is 3.703704 yd³.

  • How do I turn cubic yards back into cubic feet?

    Multiply the cubic yards by 27. Cubic feet = yd³ × 27. A result of 2 yd³ is 54 ft³, and a result of 10 yd³ is 270 ft³.

  • Why does 100 cubic feet show as 3.703704?

    100 ÷ 27 = 3.703703703…, with 3 repeating. Rounded to six decimal places, the next digit lifts the last 3, so the page shows 3.703704 yd³.