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H(2),Li(2),B(2) ,each has a bond order e...

`H_(2)`,`Li_(2)`,`B_(2)` ,each has a bond order equal to `1` .The order of their stability is

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Assertion H_(2),Li_(2),B_(2) each has a bond order of 1 and hence are equally stable Reasoning Stability of molecule//ion depends only on bond order .

How is bond order related to the stability of a molecule ?

Knowledge Check

  • Molecular orbitals are formed by the overlap of atomic orbitals . Two atomic orbitals combine to form two molecular orbitals, called Bonding Molecular Orbital (BMO) and Anti - Bonding Molecular Orbital (ABMO). Different atomic orbitals of one atom combine with those atomic orbitals of the second atom which have comparable energles and proper orientation Further, if overlapping is head on, the molecular orbitals is called 'sigma' and if the overlap is lateral, the molecular orbital is called 'pi' . The molecular orbitals are filled with electrons following the same rules as followed for filling of atomic orbitals . However, the order of filling in not the same for of the most important parameter to compare a number of their characteristics H_(2), Li_(2), B_(2) each has bond order equal to 1 . The order of their stability is

    A
    `H_(2) = Li_(2) = B_(2)`
    B
    `H_(2) gt Li_(2) gt B_(2)`
    C
    `H_(2) gt B_(2) gt Li_(2)`
    D
    `B_(2) gt Li_(2) gt H_(2)`
  • H_(2), Li_(2), B_(2) each has bond order equal to 1 the order of their stability is

    A
    `H_(2)=Li_(2)=B_(2)`
    B
    `H_(2) gt Li_(2) gt B_(2)`
    C
    `H_(2) gt B_(2) gt Li_(2)`
    D
    `B_(2) gt Li_(2) gt H_(2)`
  • MO' s are formed by the overlap of A'O s Two AO's combine to form two MO's called bonding molecular orbital (BMO) and antibonding molecular orbital (ABMO) Differnet AO' s of one atom combine with these AO 's of the second atom which have comparable energies and proper orienation Further, If the overlapping is head on, the MO is called 'pi' The MO's are filled with electrons following the same rules as followed for filling of atomic orbitals However the order of filling is not the same for all molecules or their ions Bond order is one of the most important parameter to compare a number of their characteristics H_(2),Li_(2)B_(2) each has bond order equal to 1 The order of their stability is .

    A
    `H_(2)=Li_(2) =B_(2)`
    B
    `H_(2)gtLi_(2) gtB_(2)`
    C
    `H_(2)gtB_(2) gtLi_(2)`
    D
    `B_(2) gtLi_(2)gtH_(2)`
  • Similar Questions

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    Assertion . H_(2), Li_(2) and B_(2) each has a bond order of 1 and hence are equally stable. Reason . Stability of molecule/molecular ion depends only on bond order.

    Bond order normally gives idea of stability of a molecular species. All the molecules via. H_(2),Li_(2) and B_(2) have the same bond order yet they are not equally stable. Their stability order is

    Bond order normally gives idea of stability of a molecular species. All the molecules viz. H_(2) Li_(2) and B_(2) have the same bond order yet they are not equally stable. Their stability order is

    Bond order of Be_2 is

    In Be_(2) the bond order is