An iron cube has the volume of 4.76 cm^3. If iron has a density of 7.680 x 10^3 kg/m^3, how many moles are in the cube?
We have given,
Volume of Iron Cube = 4.76cm34.76cm^{3}4.76cm3 = 4.76×10−3m34.76\times10^{-3}m^{3}4.76×10−3m3
Density = 7.680×103kg/m37.680\times10^{3}kg/m^{3}7.680×103kg/m3
We know,
Density =MassVolume\dfrac{Mass}{Volume}VolumeMass
7.680×103=Mass4.76×10−37.680\times10^{3} = \dfrac{Mass}{4.76\times10^{-3}}7.680×103=4.76×10−3Mass
Mass = 36.55kg36.55kg36.55kg
Hence, number of moles in the cube= MassMolarMass\dfrac{Mass}{Molar Mass}MolarMassMass
= 36.5555.84\dfrac{36.55}{55.84}55.8436.55
= 0.6545moles0.6545 moles0.6545moles
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