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On icreasing temperature from 200 K to 2...

On icreasing temperature from `200 K` to `220 K` rate of reaction A increases by `3` times and rate of reaction B increases by `9` times then correct relationship between activation energy of A and B is

A

`E_(A) = 3 E_(B)`

B

`3 E_(A) = E_(B)`

C

`E_(B) = 2E_(A)`

D

`E_(A) = 2E_(B)`

Text Solution

Verified by Experts

The correct Answer is:
C

For a reaction `A rarr P`
`In (k_(2))/(k_(1)) = (E_(A))/(R ) [1/200 - 1/220] = In 3`
`In (k_(2))/(k_(1)) = (E_(B))/(R ) [1/200 -1/220] = In 9`
`(In3)/(In3^(2)) = (E_(A))/(E_(B)) rArr 2E_(A) = E_(B)`
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