m3 + 1 = (m + 1)(m2 - m + 1)
m3
The GCF of m2, m3, and m4 is m2.
19m^3=19mmm
M6 - 81 = M6 - 92 = (M3 - 9)(M3 + 9) [difference of two squares]
All integers have 1 as a factor.
The conversion factor from joules per cubic meter (J/m3) to pascals (Pa) is 1 J/m3 1 Pa.
m3
The GCF of m2, m3, and m4 is m2.
If you convert the dimensions to meters, then when you calculate volume, you will get m3. Then use the conversion factor 1 m3 = 1000 L, so multiply by 1000 (L/m3). Or you can take the measurement in centimeters, then 1 cm3 = 1 mL = 0.001 L, so multiply by 0.001 (L/cm3).
Divide 1 by the stowage factor. if Stowage factor of Salt Petre is 1.02cu meters / ton, 1 / 1.02 = 0.98 So density of Salt Petre (packaged in bulk) is 0.98 metric tonnes per cubic meter.
19m^3=19mmm
M6 - 81 = M6 - 92 = (M3 - 9)(M3 + 9) [difference of two squares]
11 kg = 1 m3 = 1 L
1 dam3 = 10m*10m*10m = 1000 m3.
First we start with a constant. At STP (273 K, 1 atm), 1 mole of gas occupies 22.4L or 0.0224 m3.So then we use V1/T1 = V2/T2 with temperature in Kelvin.0.0224 m3 / 273 K = V2 / 373 K (I am going to assume that the steam is not superheated, and remains at 100 C or 373 K)Multiply 373 K to both sides of the above equation, and we get: V2 = 0.0306 m3Now that I have calculated that 1 mole of steam (or any gas at 100 C) takes up 0.0306 m3 of volume, I can find how many moles of steam occupy 1 m3.1 m3 / (0.0306 m3/mole) = 32.7 molesSince you asked how many m3 of water corresponds to 1 m3 steam, we must then convert our 32.7 moles of H2O into a volume. This require the use of two additional constants: the molar mass, and density of water.The molar mass of water is approx. 18 g/mole. The density of water is 1 g/cm3.Our cubic meter of steam weighs: 32.7 moles * 18 g/mole = 588.1 gAnd so this amount of steam, when condensed, occupies 588.1 cm3.Finally, we multiply this quantity by a conversion factor (1 = 10-6 m3 / 1 cm3) to obtain the result in m3.588.1 cm3 * (10^-6 m3 / 1 cm3) = 0.000588 m3, or 5.88*10-4 m3
m3 is a cubic meter. It is the volume equivalent of a cube 1 meter wide by 1 meter deep by 1 meter tall. 1 m3 is equivalent to 1000 liters.
There are 1000 liters in 1 m3.