1m3 berapa cm3

Below, you will find information of how to find out how many cubic centimeters there are in "x" cubic meters, including the formulas and example conversions.

How to convert cubic meters to cubic centimeters?

1 Cubic meter (m3) is equal to 1000000 cubic centimeters (cm3). To convert cubic meters to cubic centimeters, multiply the cubic meter value by 1000000.

For example, to convert 10 m3 to cm3, multiply 10 by 1000000, that makes 10000000 cm3 is 10 m3.

cubic meters to cubic cm formula

cubic cm = cubic meter * 1000000

How to calculate a volume in cubic meters and convert to cubic centimeters?

To calculate the volume in cubic meters, multiply the length by the width and by the height in meters.

Cubic Meter = Length(m) × Width(m) × Height(m)

For example, to calculate the volume of a 2m x 3m x 4m container in meters, multiply 2 by 3 by 4, that makes 24 cubic meters. To convert the same volume into cubic centimeters, multiply the result by 1000000.

Besaran volume pada benda dapat dinyatakan dalam berbagai satuan volume seperti meter kubik, liter, kaki kubik, gallon, dan lain sebagainya. Satuan volume dalam sistem internasional (SI) adalah meter kubik.

Halaman Utama » Konversi » Volume » M3 Ke Cm3

cm3 ke m3

Cara Konversi m3 ke cm3

Konversi dari m3 ke cm3:

${1}$ cm3 sama dengan $\frac{1}{1000000}$ m3.

$$\mathrm{{1}\;{cm^3} = \frac{1}{1000000}\;{m^3}}$$

${1}$ m3 sama dengan ${1000000}$ m3.

$$\mathrm{{1}\;{m^3} = {1000000}\;{cm^3}}$$

Volume V dalam cm3 sama dengan Volume V dalam m3 dikali 1000000:

$${V_{({cm^3})}} = {V_{({m^3})}} \times {1000000}$$

Contoh 1:

Berapa cm3 dalam 3.1 m3?

$${V_{({cm^3})}} = {3.1\;\mathrm{{m^3}}}\times{1000000}$$

$${V_{({cm^3})}} = {3100000}\;\mathrm{{cm^3}}$$

Contoh 2:

0.721 m3 berapa cm3?

$${V_{({cm^3})}} = {0.721\;\mathrm{{m^3}}}\times{1000000}$$

$${V_{({cm^3})}} = {721000}\;\mathrm{{cm^3}}$$

Contoh 3:

Konversikan $\frac{4}{3}$ m3 ke cm3?

$${V_{({cm^3})}} = \mathrm{\frac{4}{3}\;{m^3} \times {1000000}}$$

$${V_{({cm^3})}} = \mathrm{\frac{4000000}{3}\;{cm^3}}$$

$${V_{({cm^3})}} = \mathrm{1333333\;{cm^3}}$$

Tabel m3 - cm3