MolSynapse
question bank
All chapters
NEET
JEE
Practice
MolSynapse
/
Question bank
/
Chemical Kinetics
/
Arrhenius equation and activation energy
JEE Advanced level
Single correct option
Difficulty 3 of 3
ck155
A first-order reaction has a half-life of 40 min at 300 K and
E
a
=
50
kJ
mo
l
−
1
(
R
=
8.314
J
mo
l
−
1
K
−
1
). The time (in min) for 87.5% completion at 320 K is
A
11.4
B
34.3
C
420.1
D
45.7
Answer: B
ln
(
k
320
/
k
300
)
=
8.314
50000
(
0.000208
)
=
1.253
, ratio
3.50
. So
t
1/2
(
320
)
=
40/3.50
=
11.43
min. 87.5% completion is three half-lives:
t
=
34.3
min.
Practice Chemical Kinetics
More on Arrhenius equation and activation energy
Previous question
Next question
More questions on Arrhenius equation and activation energy
Which statements about the Arrhenius equation k=Ae^-E_a/RT are correct (treat A and E_a as temperature independent)?
JEE Main level
Two reactions have the same pre-exponential factor; their activation energies are E_1=40 and E_2=80 kJ mol^-1. Take R=8.314 J mol^-1K^-1. Wh...
JEE Main level
A reaction has forward activation energy 100 kJ/mol and reverse activation energy 60 kJ/mol. Which statements are correct?
JEE Main level
A first-order reaction is 20% complete in 30 min at 300 K and 20% complete in 5.0 min at 330 K. With R=8.314 J mol^-1K^-1 and ln6=1.792, the...
JEE Advanced level
The rate constant of a reaction at three temperatures is tabulated as log_10k: -0.45 at 300 K, 1.05 at 350 K and 2.17 at 400 K (k in s^-1). ...
JEE Advanced level
For the reversible elementary reaction A <=> B the activation energies are E_f=90 and E_r=60 kJ mol^-1 (both Arrhenius). The ratio K_320/K_3...
JEE Advanced level