- Match the following:
\begin{array}{} & \textbf{Column I}&&\textbf{Column II} \\ \text{(A)} & \ce{CH3-CHBr-CD3} \text{ on treatment with alc. KOH gives}& \text{(P)}& \text{E1 reaction}\\ &\ce{CH2=CH-CD3} \text{ as a major product} \\ \text{(B)} & \ce{Ph-CHBr-CH3} \text{ reacts faster than } \ce{Ph-CHBr-CD3} & \text{(Q)} & \text{E2 reaction}\\ \text{(C)} & \ce{Ph-CH2-CH2Br} \text{ on treatment with } \ce{C2H5OD/C2H5O-}& \text{(R)}& \text{E1cb}\\ &\text{gives } \ce{Ph-CD=CH2} \text{ as the major product.} && \text{reaction}\\ \text{(D)} & \ce{Ph-CH2-CH2Br} \text{ and } \ce{Ph-CD2-CH2Br} \text{ react with the }& \text{(S)} & \text{First Order}\\ &\text{same rate.} && \text{reaction} \end{array}
The answer given in the exam solutions is
A − Q; B − Q; C − R,S; D − P,S
Question source: IIT-JEE 2006 (memory based)
My answer: A - Q ; B - Q ; C - Q ; D - Q
I am giving reasons for my answers and please correct me for the same.
B: elimination reaction not possible for weak nucleophiles so assuming strong nucleophile.
C: elimination reaction not possible (1$^0$ carbon and good leaving group) for weak nucleophiles so assuming strong nucleophiles
D: elimination reaction not possible (1$^0$ carbon and good leaving group) for weak nucleophiles so assuming strong nucleophiles. In my opinion C and D have same answers because statements doesn't have impact on answer.
EDIT: (For TRC's answer) For C: I agree that I had initially ignored the fact that an $\alpha\ce{-H}$ has been replaced by $\ce{D}$. But that doesn't imply E1cb mechanism. If E1cb occurs than also there will be no replacement of $\alpha\ce{-H}$ by $\ce{D}$ as shown below. Also $\ce{Br}$
is good leaving group than fluorine.
Lets say intermediate is formed by E1cb and reaction shown in image takes place (but it is weird and absurd thought). But than also E1cb and E2 will compete with winner being E2 according to conditions given in problem. Also if carbanion forms in equilibrium with (P), concentration of (P) will be much less and can't influence major product.