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A substance AxBy crystallises in a face ...

A substance `AxBy` crystallises in a face centred cubic latice .Atoms of 'A' occupy each corner of unit cell and atoms of 'B' occupy centre of each face of the cube. Total number of atoms of A and B in one unit cell will be………. .

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Knowledge Check

  • A substance A_(x)B_(y) crystallises in a face centred cubic (fcc) lattice in which atoms 'A' occupy each corner of the cube and atoms 'B' occupy the centres of each face of the cube identify the correct formula of the compound.

    A
    `AB_(3)`
    B
    `A_(4)B_(3)`
    C
    `A_(3)B`
    D
    Formula cannot be specified

  • A substance A_(x) B_(y) crystallises in a face centred cubic (FCC) lattice in which atoms 'A' occupy each corner of the cube and atoms 'B' occupy the centres of each face of the cube. Identify the correct composition of the substance A_(x)B_(y) .

    A
    `AB_(3)`
    B
    `A_(4)B_(4)`
    C
    `A_(3)B`
    D
    Composition cannot be specified.

  • A substance A_(x)B_(y) crystallizes in a face centred cubic (FCC) lattice in which atoms 'A' occupy each corner of the cube and atoms 'B' occupy the centres of each face of the cube. Identify the correct composition of the substance A_(x)B_(y)

    A
    `AB_(3)`
    B
    `A_(4)B_(3)`
    C
    `A_(3)B`
    D
    composition cannot be specified