Conversion of volume units

Enter a volume as a number and select the unit from and to have a unit conversion done.

Conversion result:

1 m³ = 1000000 ml

1 cubic meter is 1000000 mililiters.

1 m³ = 100000 cl

1 cubic meter is 100000 centiliters.

1 m³ = 10000 dl

1 cubic meter is 10000 deciliters.

1 m³ = 1000 l

1 cubic meter is 1000 liters.

1 m³ = 10 hl

1 cubic meter is 10 hectoliters.

1 m³ = 1000000000 mm³

1 cubic meter is 1000000000 cubic milimeters.

1 m³ = 1000000 cm³

1 cubic meter is 1000000 cubic centimeters.

1 m³ = 1000 dm³

1 cubic meter is 1000 cubic decimeters.

1 m³ = 0.000000001 km³

1 cubic meter is 0.000000001 cubic kilometers.

1 m³ = 33814.022558919 oz

1 cubic meter is 33814.022558919 fluid ounces.

1 m³ = 264.172052 gal

1 cubic meter is 264.172052 U.S.s gallon.

1 m³ = 61023.744094732 inch³

1 cubic meter is 61023.744094732 cubic inches.

1 m³ = 35.31467 ft³

1 cubic meter is 35.31467 cubic feet.

1 m³ = 6.28981 barel

1 cubic meter is 6.28981 U.S. barels.

Enter volume

Choose units

ml

ml

cl

cl

dl

dl

l (liter)

l (liter)

hl

hl

mm³

mm³

cm³

cm³

dm³

dm³

m³

m³

km³

km³

oz

oz

gal

gal

inch³

inch³

ft³

ft³

barel

barel

Volume units conversion involves changing the measurement of volume from one unit to another. Volume is a measure of the space occupied by a three-dimensional object, and it is commonly measured in units like cubic meters (m³), cubic centimeters (cm³), liters (L), milliliters (mL), and more. Here is how to convert between these units:

---

Key Volume Unit Relationships:

1. Cubic Meters (m³):
- $1{\text{m}}^3=1,000,000{\text{cm}}^3$ (since $1\text{m}=100\text{cm}$, and volume scales as ${\text{length}}^3$).

2. Cubic Centimeters (cm³):
- $1{\text{cm}}^3=1\text{mL}$ (milliliter).
- $1{\text{cm}}^3=0.000001{\text{m}}^3$.

3. Liters (L):
- $1\text{L}=1000\text{mL}$.
- $1\text{L}=1000{\text{cm}}^3$.
- $1\text{L}=0.001{\text{m}}^3$.

4. Milliliters (mL):
- $1\text{mL}=1{\text{cm}}^3$.
- $1\text{mL}=0.001\text{L}$.

---

Steps for Volume Conversion:

1. Identify the starting unit and the target unit.
2. Use the appropriate conversion factor to multiply or divide the original value.
3. Simplify the result.

---

Examples of Volume Conversions:

#1. Convert $5\text{L}$ to $\text{mL}$:
- $1\text{L}=1000\text{mL}$.
- $5\text{L}=5\times 1000=5000\text{mL}$.

#2. Convert $2{\text{m}}^3$ to ${\text{cm}}^3$:
- $1{\text{m}}^3=1,000,000{\text{cm}}^3$.
- $2{\text{m}}^3=2\times 1,000,000=2,000,000{\text{cm}}^3$.

#3. Convert $3000{\text{cm}}^3$ to $\text{L}$:
- $1\text{L}=1000{\text{cm}}^3$.
- $3000{\text{cm}}^3=\frac{3000}{1000}=3\text{L}$.

#4. Convert $500\text{mL}$ to $\text{L}$:
- $1\text{L}=1000\text{mL}$.
- $500\text{mL}=\frac{500}{1000}=0.5\text{L}$.

---

Summary of Common Volume Conversions:

From	To	Conversion Factor
${\text{m}}^3$	${\text{cm}}^3$	$1{\text{m}}^3=1,000,000{\text{cm}}^3$
${\text{cm}}^3$	${\text{m}}^3$	$1{\text{cm}}^3=0.000001{\text{m}}^3$
$\text{L}$	$\text{mL}$	$1\text{L}=1000\text{mL}$
$\text{mL}$	$\text{L}$	$1\text{mL}=0.001\text{L}$
$\text{L}$	${\text{m}}^3$	$1\text{L}=0.001{\text{m}}^3$

By using these relationships, you can convert between any volume units!

Conversion of a volume unit in word math problems and questions

• Cylindrical tank 2
  Suppose a cylindrical tank with a volume of 12320 cm³ and a base of 28cm is used to store water. How many liters of water can it hold?
• The shop
  The shop has three hectoliters of water. How many liter bottles is it?
• Strawberry 83991
  The volume of a strawberry cocktail is 1250 ml. How many liters is it and convert it to fractions?
• Water tank 12
  A rectangular water tank is 5 m high, 3 m long, and 2 m wide. How many liters of water can it hold?

• Glass cleaner
  A 2-pint bottle of glass cleaner costs $13.44. What is the price per fluid ounce?

more math problems »