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If `r` is the radius of the octahedral voids and `R` is the radius of the atom in close packing,then `:`A. `(R)/(r)=9.1`B. `(R)/(r)=3.22`C. `(R)/(r)=2.41`D. `(R)/(r)=4.67` |
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Answer» Correct Answer - d `AC=sqrt(AB^(2)+BC^(2))` `=(2R)^(2)+(2R)^(2)` ltBRgt `R+R+2r=2sqrt(2R)` `2r=2(sqrt(2R)-R)` `=r=(sqrt(2)-1)R` `(r)/(R)=0.41` `:. (R)/(r)=2.41` |
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