Answer:
Step-by-step explanation:
Substituting k
1
=2×10
−2
,k
2
=4×10
−2
,T
1
=300K,T
2
=310K,R=8.314JK
−1
mol
−1
in the expression
log
k
2
k
1
=
2.303×R
E
a
(
T
1
T
2
T
2
−T
1
) , we get
log
2×10
−2
4×10
−2
=
2.303×8.314
E
a
(
300×310
310−300
)
log2=
19.147
E
a
×
300×310
10
E
a
=0.3010×19.147×300×31=53598Jmol
−1
E
a
=53.598kJmol
−1