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Calculate the density of diamond from th...

Calculate the density of diamond from the fact that it has face centered cubic structure with two atoms per lattice point and unit cell edge length of 3.569 Å.

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To calculate the density of diamond, we will follow these steps: ### Step 1: Understand the Given Information - Diamond has a face-centered cubic (FCC) structure. - There are 2 atoms per lattice point. - The edge length of the unit cell (a) is given as 3.569 Å. ### Step 2: Convert the Edge Length to Meters ...
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MOTION-SOLID STATE-SOLVED OBJECTIVE
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  2. A closed packed structure of uniform spheres has the edge length of 53...

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  3. Calculate the density of diamond from the fact that it has face center...

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  5. Silver has an atomic radius of 144 pm and the density of silver is 10....

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  6. AgCl has the same structure as that of NaCl. The edge length of unit c...

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  7. Xenon crystallizes in the face-centred cubic lattice and the edge of t...

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  8. Two ions A^(o+) and B^(Θ) have radii 88 and 200 pm, respectively. In t...

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  9. CsCl has bc c arrangement and its unit cell edge length is 400 pm. Cal...

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  10. Gold crystallizes in a face centered cubic lattice. If the length of t...

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  11. The density of KBr is 2.75 g cm^(–3). The length of the edge of the u...

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  12. An element cyrstallises in a structure having a fcc unit cell of and e...

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  13. The effective radius of an iron atom is 1.42 Å. It has a rock-salt str...

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  14. A crystal of lead (II) sulphide has NaCl strcuture . In this crys...

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  15. If the length of the body for CaCl which crystallizes into a cubic str...

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  16. In a cubic closed packed structure of mixed oxides the lattice is made...

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  17. A solid A^(o+)B^(ɵ) has NaCl-type close-packed structure. If the anion...

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  18. If the radii of Mg^(2+), Cs^(o+), O^(2-), S^(2-), and CI^(Θ) ions are ...

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  19. In a cubic crystal of CsCl (density = 3.97 gm//cm^(3)) the eight corne...

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