Arrhenius equation may be represented as

Options

A. `l n (A)/(k)= (E_(a))/(RT)`
B. `(d l nk)/(dT)=(E_(a))/(RT^(2))`
C. `logA = log k + (E_(a))/(2.303 RT)`
D. `log (-(E_(a))/(RT))=(k)/(A)`.

Answer

A, B, C

Explanation

`l n (A)/(k)=(E_(a))/(RT)`
`l n A - l n k = (E_(a))/(RT)`
`(d)/(dT)(l nA)-(d)/(dt)(l nk)=(d)/(dt)((E_(a))/(RT))`
`-(d)/(dt)(l nk)=(-E_(a))/(RT^(2))`
[l n do not change with T]
`(d(l nk))/(dT)=(E_(a))/(RT^(2))`.