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In the cubic lattice given below, the three distances between the atoms `A-B, A-C`, and `A-G` are, respectively, A. `(a)/(2),(a)/(sqrt(2)),(sqrt(3a))/(2)`B. `a,sqrt(3)a,sqrt(2)a`C. `a,sqrt(2)a,sqrt(3)a`D. `a,(sqrt(3)a)/(2),sqrt(2)a` |
Answer» Correct Answer - c Edge length `=AB=AD=BC=CD=a` `:. AC=sqrt(AB^(2)+BC^(2))` `=sqrt(a^(2)+a^(2))=sqrt(2)a` `:. AG=sqrt(AC^(2)+CG^(2))` `=sqrt(2a^(2)+a^(2))=sqrt(3)a` |
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