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Give the stability of the following reso...

Give the stability of the following resonance structures
(a) `H_(2)C = overset(o+)N =overset(Θ)`
(b) `H_(2)overset(o+)C -N =overset(Θ)N`
(c ) `H_(2)overset(Θ)C -overset(o+)N -= N`
(d) `H_(2) overset(Θ)C - N = overset(o+)N` .

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The lesser the charge separation the more stabel the resonating structure Structures (I) and (III) have less charge separation But in (III) charge is on electropositive `C` atom Therefore (I) is more stable than (III) Since both have six covalent bonds so (I) is more stable than (III) (IgtIII)
(b) Both structures (II) and (IV) have five covalent bonds but (II) is more stable than (IV) becuse in (II) positive charge is on electropositive `C` atom and negative charge is on `EAN` (electonegative) `n` atom whereas in (IV) it is reversed Therefore `IIgtIV` So, the stability order is `I gt III gt II gt IV` .
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The correct stability order of the following resonance structures is (I)H_(2)C = overset(+)N = overset(-)N" "(II)H_(2)overset(+)C - N = overset(-)N (III)H_(2)overset(-)C - overset(+)N = N" "(IV)H_(2)overset(-)C - N = overset(+)N

The correct order of stabilities of the following resonance structures is : (I) H_2 C = overset (oplus) N = overset (Ө) N (II) H_2 overset (oplus) C - N = overset (Ө) N (III) H_2 overset (Ө) C - overset (oplus) N -= N (IV) H_2 overset (Ө) C - N = overset (oplus) N .

The correct stability order of the following resonance structures is : x H_(2)C=overset(o+)underset((I))N=overset(Ɵ)N H_(2)overset(o+)Cunderset((II))-N=overset(Ɵ)N H_(2)overset(Ɵ)C-underset((III))overset(o+)N-=N H_(2)overset(Ɵ)C-underset((IV))N=overset(o+)N

The correct stability order of the following resonance structrue is : H_2 C = overset (+)(N) = overline(N) H_2 overset (+)C = (N) = overline(N) H_2overline( C) - overset (+) (N) -= N H_2overline( C) - overset (+) (N) -= N .

The correct stability order of the following resonance structure is: {:(CH_(2)=C=O,H_(2)overset(-)(C)-overset(+)(C)=O,H_(2)O=overset(+)(C)-overset(-)(O) , H_(2)overset(-)(C)-C-=O),((I),(II),(III),"(IV)"):}

Write the stability order of conjugate structures: (c)overset(o+" ")(CH)_(2) - overset(.)N = underset(Ө)overset(..)N (d) overset(Ө" ")(CH)_(2) - overset(..)N = overset(" "o+)overset(..)N

H_(2)N-overset(O)overset(||)C-CH_(2)-CH_(2)-overset(O)overset(||)C-N_(3)overset(Delta)rarr P P is :

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