Write stability order of following intermediates: (a)overset(Ө)CH_(2) - underset(O)underset(||)CH" "(b) overset(Theta)(CH)_(2) - CH_(3)
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
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 .
Compare the stabilities of the following corbocation (a) overset(+)CH_(2) overset(..)(NH_(2)) " "(b) overset(+) CH_(2) - underset(..)overset(..)(OH) " "(c) overset(+) CH_(2) - underset(..) overset(..)F:
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
Write stability order of following intermediates: (a)CH_(3) - overset(o+)CH_(2)" "(b)CH_(3) - overset(o+)CH - CH_(3) (c)CH_(3) - underset(CH_(3))underset(|)overset(CH_(3))overset(|)C o+
Compare the stability of the following (a) overset(Ө)CH_(3) " " (b) overset(Ө)NH_(2)" " (c) overset(Ө)OH" "(d)overset(Ө)F
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 .
[-overset(O)overset(||)C-(CH_2)_4-overset(O)overset(||)C-overset(H)overset(|)N-(CH_2)_6-overset(H)overset(|)N-]_n is the formula representing for
