`underset((A)) (EtCOOMe) overset("(i)" NH_2 NH_2 "(ii)" HNO_2) underset("(iii)" overset (Ө) OH &q

`underset((A)) (EtCOOMe) overset("(i)" NH_2 NH_2 "(ii)" HNO_2) underset("(iii)" overset (Ө) OH "(iv)" H_3 O^(oplus))rarr(B)`
The product `(B)` is :
A. `MeNH_2`
B. `EtNH_2`
C. `MeCONH_2`
D. `EtCONHMe`

`underset((A)) (EtCOOMe) overset("(i)" NH_2 NH_2 "(ii)" HNO_2) underset("(iii)" overset (Ө) OH "(iv)" H_3 O^(oplus))rarr(B)` The product `(B)` is :

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