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CH=CHunderset(H(2)SO(4))overset(HgSO(4))...

`CH=CHunderset(H_(2)SO_(4))overset(HgSO_(4))rarrAunderset(H_(2)O)overset(CH_(3)MgBr)rarrBoverset(P//Br_(2))rarrC.` Here C is `:`

A

`CH_(3)CH(Br)CH_(3)`

B

`CH_(3)-CH_(2)-CH_(2)-Br`

C

`CH_(2)=CH-Br`

D

`Br-CH=CH-CH_(3)`

Text Solution

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The correct Answer is:
1
`CH=CHunderset(H_(2)SO_(4))overset(HgSO_(4))rarr CH_(3)-CHOunderset(H_(2)O)overset(CH_(3)MgBr)rarrCH_(3)-underset(underset(OH)|)(C)H-CH_(3)overset(P//Br_(2))rarrCH_(3)-underset(underset(Br)|)(C)H-CH_(3)`
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