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?
ρ=7.680×103 kg/m3=7.680×106 g/m3=7.680 g/cm3ρ = 7.680 \times 10^3 \; kg/m^3 \\ = 7.680 \times 10^6 \;g/m^3 \\ = 7.680 \;g/cm^3ρ=7.680×103kg/m3=7.680×106g/m3=7.680g/cm3
Proportion:
7.680 g – 1 cm3
x – 4.76 cm3
x=7.680×4.761=36.55 gx = \frac{7.680 \times 4.76}{1} = 36.55 \;gx=17.680×4.76=36.55g
M(Fe) = 55.84 g/mol
n=mM=36.5555.84=0.65 moln = \frac{m}{M} \\ = \frac{36.55}{55.84} = 0.65 \;moln=Mm=55.8436.55=0.65mol
Answer: 0.65 mol
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