Copper crystallizes in fcc lattice with unit cell edge of 361 picometre the radius of copper atom is
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For an FCC lattice, we know4r=\frac{\sqrt{2}a}{4} \times 361 pm = 127.61 pm 4r=\frac{\sqrt{2}a}{4} \times 361 pm = 127.61 pm\sim 128 pm
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