If hcp and ccp structures are made up of spheres of equal size, the volume occupied per sphere is (given r=radius of sphere)

(a) 1.33 r3 (b) 5.66 r3
(c) 2.66 r3 (d) 7.40 r3

Question

If hcp and ccp structures are made up of spheres of equal size, the volume occupied per sphere is (given r=radius of sphere) (a) 1.33 r3 (b) 5.66 r3 (c) 2.66 r3 (d) 7.40 r3

Charandeep Kumar · Answer

16√2a^3/4 that is approximately equals to 5.66^3. I hope now your doubt is clear. if you have any doubts please ask me.

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If hcp and ccp structures are made up of spheres of equal size, the volume occupied per sphere is (given r=radius of sphere) (a) 1.33 r3 (b) 5.66 r3 (c) 2.66 r3 (d) 7.40 r3

If hcp and ccp structures are made up of spheres of equal size, the volume occupied per sphere is (given r=radius of sphere)

(a) 1.33 r3 (b) 5.66 r3
(c) 2.66 r3 (d) 7.40 r3

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If hcp and ccp structures are made up of spheres of equal size, the volume occupied per sphere is (given r=radius of sphere) (a) 1.33 r3 (b) 5.66 r3 (c) 2.66 r3 (d) 7.40 r3

If hcp and ccp structures are made up of spheres of equal size, the volume occupied per sphere is (given r=radius of sphere) (a) 1.33 r3 (b) 5.66 r3 (c) 2.66 r3 (d) 7.40 r3

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If hcp and ccp structures are made up of spheres of equal size, the volume occupied per sphere is (given r=radius of sphere)

(a) 1.33 r3 (b) 5.66 r3
(c) 2.66 r3 (d) 7.40 r3