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The correct order of stability of the fo...

The correct order of stability 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)`

A

`I gt II gt IV gt III`

B

`I gt III gt II gt IV`

C

`II gt I gt III gt IV`

D

`III gt I gt IV gt II`

Text Solution

Verified by Experts

The correct Answer is:
B
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Knowledge Check

  • 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 " (VI) "H_(2)overset(C)-N=overset(+)(N)

    A
    `IgtIIgtIVgtIII`
    B
    `IgtIIIgtIIgtIV`
    C
    `IIgtIgtIIIgtIV`
    D
    `IIIgtIgtIVgtII`.
  • Types of hybridisation of carbon atoms noted as 1 and 2 are H_(2)C=overset(2)(CH)-overset(1)(C)-=N

    A
    `sp^(2),sp`
    B
    `sp,sp^(2)`
    C
    `sp,sp^(3)`
    D
    `sp^(2),sp^(3)`
  • If bar(a) = overset(^)(i) + overset(^)(j) - overset(^)(k), bar(b) = 2 overset(^)(i) + 3 overset(^)(j) + 2 overset(^)(k), bar(c ) = - overset(^)(i) + overset(^)(j) +3 overset(^)(k) then the volume of tetrahedron is

    A
    1 sq. unit
    B
    2 sq. unit
    C
    3 cubic unit
    D
    4 cubic unit.
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