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For a given reaction, presence of cataly...

For a given reaction, presence of catalyst reduces the energy of activation by `2` kcal at 27^(@)C`. Thus rate of reaction will be increased by:

A

`20` times

B

`14` times

C

`28` times

D

`2` times

Text Solution

Verified by Experts

The correct Answer is:
c

`K_(1)/K_(2)=e^(-[E_(a1)-E_(a2)]//RT)=e^(-[(2xx10^(3))//(2xx300)])`
`"log"_(e) K_(2)/K_(1)=(2xx10^(3))/(600)`
`K_(2)/K_(1)=28=r_(2)/r_(1)`
`:. R_(2)=28r_(1)`
`=28`
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