Question
When silver crystallizes, it forms face centered cubic cells, if the volume of unit cells 6.84 10^ -23 \ cm ^3. Calculate the density of silver. (Molar mass of silver is 108 g/mol, N_A = 6.022 10^ 23 )
When silver crystallizes, it forms face centered cubic cells, if the volume of unit cells 6.84 10^ -23 \ cm ^3. Calculate the density of silver. (Molar mass of silver is 108 g/mol, N_A = 6.022 10^ 23 )
B. 10.49\ gm cm ^ -3
For a face-centered cubic (fcc) unit cell, the number of atoms per unit cell is Z = 4. The density of the unit cell is given by the formula: d = Z M N_A V Substituting the given values: d = 4 108 6.022 10^ 23 6.84 10^ -23 d = 432 41.19 d = 10.49\ gm cm ^ -3 Answer: 10.49\ gm cm ^ -3
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