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An atom crystallizes in fee erystal lattice and has a density of "10 gcm"^(-3) with unit cell edge length of 100pm. calcutate the number of atoms present in 1 g of crystal. |
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Answer» Solution :`"Given,Density"="10 g cm"^(-3)` mass = 1 g `"Edge length of unit cell"="100 pm"` `"Volume"=("mass")/("density")=(1g)/("10 g cm"^(-3))` `=0.1cm^(3)` `"Volume of unit cell"=a^(3)` `=(100xx10^(-10)" cm")^(3)` `=1xx10^(-24)cm^(3)` Number of unit cell in 1 g of CRYSTAL, `=("TOTAL volume")/("Volume of unit cell")` `=(0.1cm^(3))/(1xx10^(-24)cm^(3))` The given unit cell is of FCC type. Therefore, it contains 4 atoms. `0.1xx10^(24)` unit cells will contain `4xx0.1xx10^(24)=4xx10^(23)` atoms |
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