Home
Class 12
CHEMISTRY
A compound made of particles A, B, and C...

A compound made of particles `A`, `B`, and `C` forms `ccp` lattice. In the lattice, ions `A` occupy the lattice points and ions `B` and `C` occuphy the alternate `TV_(s)`. If all the ions along one of the body diagonals are removed, then formula of the compound is

Promotional Banner

Similar Questions

Explore conceptually related problems

A compound made of particles A , B , and C forms ccp lattice. Ions A are at lattice points, B occupy TV_(s) C occupy OV_(s) . If all the ions along one of the edge axis are removed, then formula of the compound is

A compound made of particles A , B , and C forms ccp lattice. Ions A are at lattice points, B occupy TV_(s) C occupy OV_(s) . If all the ions along one of the edge axis are removed, then formula of the compound is

A compound made of particles A , B , and C forms ccp lattice. Ions A are at lattice points, B occupy TV_(s) C occupy OV_(s) . If all the ions along one of the edge axis are removed, then formula of the compound is

A_(2)B has antifluorite structure (B forms FCC lattice and A occupies tetrahedral voids).If all ions along any one body diagonal are removed, then new formula of compound will be :

A_(2)B has antifluorite structure (B forms FCC lattice and A occupies tetrahedral voids).If all ions along any one body diagonal are removed, then new formula of compound will be :

A solid AB forms rock salt structure in which anions B^- forms the lattice. If all particles along one of the tetrad axis is removed the formula of resulting compound is

In a crystalline solid, atoms of X form fcc packing and atoms of Y occupy all octahedral voids. If all the atoms along one body diagonal are removed, what is the simplest formula of the crystalline lattice solid?

In a crystalline solid, atoms of X form fcc packing and atoms of Y occupy all octahedral voids. If all the atoms along one body diagonal are removed, what is the simplest formula of the crystalline lattice solid?