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If all the atoms along C4 axis are removed in a CCP unit cell then find the no of tetrahedral voids

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Q. A crystalline solid is made of X, Y and Z. Atoms of X are present in ccp lattice; Y occupies all the octahedral voids and Z occupies all the tetrahedral voids. If all atoms along one body diagonal are removed then the simplest formula of solid will be:

Q. Oxygen atom forms FCC unit cell with 'A' atoims occupying all tetrahedral voids and 'B' atoms occupying all octahedral voids. If atoms are removed from two of the body diagonals then determine the formula of resultant compound formed.

Q. A crystalline solid is made of

X, Y

Z

X

c c p

Y

occupies all the octahedral voids and

Z

occupies all the tetrahedral voids. If all atoms along with body diagonal are removed, then the formula of solid will be :

X_{5} Y_{4} Z_{8}

X_{8} Y_{4} Z_{5}

X_{2} Y Z_{2}

X Y Z_{2}

Q. In an alloy of copper, silver and gold, the copper atoms constitute the ccp lattice and silver atoms occupies half of the tetrahedral voids and gold is present at the octahedral voids of the unit cell.
What will be the formula of the compound if all the atoms from one of the faces of the cube are removed?

Q. In a ccp type structure, if half of the face-centred atoms are removed, then percentage void in unit cell is approximately:

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