Question: An element in its solid phase forms a cubic crystal lattice (see Problem 33) with mass density 7950 kg/m3. The smallest spacing between two adjacent
An element in its solid phase forms a cubic crystal lattice (see Problem 33) with mass density 7950 kg/m3. The smallest spacing between two adjacent atoms is 0.227 nm. What is the element’s atomic mass number?
Data From Problem# 33:
The atomic mass number of copper is A = 64. Assume that atoms in solid copper form a cubic crystal lattice. To envision this, imagine that you place atoms at the centers of tiny sugar cubes, then stack the little sugar cubes to form a big cube. If you dissolve the sugar, the atoms left behind are in a cubic crystal lattice. What is the smallest distance between two copper atoms?
Step by Step Solution
3.43 Rating (166 Votes )
There are 3 Steps involved in it
Solve The volume of the cube associated with each a... View full answer
Get step-by-step solutions from verified subject matter experts
