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- (A) Aryl or alkyl monochloride xrightarrow[(ii)H3O⊕](i)Mg, Re extflux(B) How many isomers of (A) will give (B). When (B) is - (a) CH 3- underset overset|CH3CH - CH 3 (b) CH3- underset overset|PHCH-Ph (c) CH 3- underset overset|CH3CH - CH 2 CH 3 (d) Ph CH2-CH3 For example if abcd each are formed from 3 isomers of A in every case fill 3333 .
Q.
(A) Aryl or alkyl monochloride $\xrightarrow[(ii)H_3O^{\oplus}]{(i)Mg, Re \ext{flux}}(B)$
How many isomers of $(A)$ will give $(B)$. When $(B)$ is -
(a) $CH _{3}- \underset{\overset{|}{CH_3}}{C}H - CH _{3}$
(b) $CH_3-\underset{\overset{|}{PH}}{C}H-Ph$
(c) $CH _{3}- \underset{\overset{|}{CH_3}}{C}H - CH _{2} CH _{3}$
(d) $Ph CH_2-CH_3$
For example if $abcd$ each are formed from $3$ isomers of $A$ in every case fill $3333 .$
Haloalkanes and Haloarenes
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Solution:
Correct answer is '2863.00'
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