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Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - JEE MCQ


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27 Questions MCQ Test - Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics)

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Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 1

Direction (Q. Nos. 1-24) This section contains 24 multiple choice questions. Each question has four choices (a), (b), (c) and (d), out of which ONLY ONE is correct.

At a given temperature k1 = k2 for the reaction,

For which case, a steady state is obtained?

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 1

A steady state is obtained when


Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 2

In the reaction,  the time taken for 75% reaction of P is twice the time taken for 50% reaction of P. The concentration of Q varies with the reaction time as shown in the figure. The overall order of the reaction is

 

[JEE Advanced 2013]

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 2


Time taken for 75% reaction if P is twice the time taken for 50% reaction of P.
Thus, w.r.t. P, order = a = 1.
Concentration of Q decreases linearly with time. Thus, w.r.t. Q
rate = k[Q]° = k = constant
Thus, w.r.t. Q, order = zero
Total order = 1 + 0 = 1

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Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 3

The time for half-life period of a certain reaction, A → Products is 1 h. When the initial concentration of the reactant A is 2.0 mol L-1, how much time does it take for its concentration to come from 0.50 to 0.25 mol L-1, if it is a zero order reaction?

[AIEEE 2010] 

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 3

 For zero order reaction,


Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 4

A radioactive substance decays 20% in 10 min. If at the start, there are 5 x 1020 atoms present, after what time will the number of atoms be reduced to 5 x 1017 atoms?

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 4

Radioactive substance decays 20% in 10 min. 








We know for first order reaction, time of 99.9% reaction = 10 x t 50
t = 10 x 31 = 310 min

Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 5

Rate constant of a reaction with a virus is 3.3 x 10-4 s-1. Time required for a virus to become 75% inactivated is 

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 5

Virus inactivation follows first order kinetics based on unit of M (s-1).

Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 6

For the first order reaction,   total pressure is 350 mm after 30 min and 500 mm after complete reaction. Thus, rate constant is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 6






Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 7

t1/A can be taken as the time taken for the concentration of a reactant to drop to 3/4 of the initial value. If the rate constant for a first order reaction is k, then t 1/4 can be written as 

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 7

Initial concentration = a

Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 8

For the following first order gaseous phase reaction,

time taken for acetone vapour pressure to drop to 0.30 atm from 2 atm is 

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 8





Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 9

The rate constant for a first order reaction is 60 s-1. How much time will it take to reduce the initialconcentration of the reactant to its (1/16)th value?

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 9

For first order kinetics,





Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 10

The half-life of a reaction was doubled when initial concentration was doubled. Thus, order of the reaction is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 10

For nth order reaction, 




Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 11

Rate law of the reaction A → product is

rate = k[A]

Graphically, it is represented as

Hence, rate constant is 

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 11

Rate = k [A ]
Thus, it is first order reaction.
When [A] = 0.1 M from graph
Rate = 1x 10-3 = k(0.1)
∴  k = 1 x 10-2 s-1 

When [A] = 0.3 M from graph
3 x 10-3 = k(0.3)
∴ k = 1 x 10-2 s-1

Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 12

For the non-stoichiometric reaction, the following kinetic data were obtained in three separate experiments, all at 298 K.

Q. 

The rate law for the formation of C is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 12







Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 13

A hydrogenation reaction is carried out at 500 K.


Q. 

If rate remains constant, then Ea is 

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 13

Rates are equal,hence


Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 14

Rate of a particular reaction increases by a factor 2 when the temperature is increased from 27°C to 37°C. Hence, activation energy of the reaction is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 14



Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 15

Interconversion of boat form to chair form of cyclohexane is first order (in both sides).

Equilibrium constant, Kc =104

Also, energy of activation of conversion of chair to boat form is 42 kJ mol-1 in the following equation

Q.

Observed reaction rate constant at 298 K is 

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 15






Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 16

In the reaction, 

if we start with [A]0 = 10 M , then after one natural life time, concentration of A decrea sed to 

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 16




Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 17

Number of natural life times (Tav ) required for a first order reaction to achieve 99.9% level of completion is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 17

Time required for 99.9% reaction is 10 times of half-life period.



Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 18

For the reaction, 

rate law is 

Q.

At the start, pressure is 100 mm and after 10 min, pressure is 120 mm. Thus, rate constant (in min-1) is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 18

It is a gaseous phase reaction.

Thus, total pressure at timet = pi - x + x + x = (pi + x) 


Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 19

Q. 

HA and HB are two strong acids. Relative strength of strong acids is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 19

In both acids, first order kinetics is followed. 
Rate constant = k1 with HA = 2 x 10-3 min-1
Rate constant = k2 with HS = 1 x 10-3min-1

Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 20

Initial concentration of A = 2M and after 10 min, reaction is 10% completed. Thus, half-life period is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 20


Thus, it follows first order kinetics.



Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 21

The decomposition of N2O to N2 and O2 follow s rate law in gaseous phase as


Q. 

At 1000 K, half-life of the reaction is 3.58 x 103 min. Starting with initial pressure of N2O as 2.20 atm, total pressure after one half-life is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 21

 










Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 22

The rate of a first order reaction is 0.04 mol L-1 s-1 at 10 min and 0.03 mol L-1 s-1 at 20 min. Thus , half-life of the reaction is 

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 22









Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 23

For the non-equilibrium process,

the rate is first order w.r.t. A and second order w.r.t. B.
When [A]= 1.0 M, [B]= 1.0 M, rate = 1.0x 10-2 M s-1

When 50% of each of reactant has been converted into products, rate is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 23



Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 24

For a reaction of the type 

[X]0 is the concentration of X at time t = 0 and [X] is the concentration of X at time t = t

Thus, correct rate expression is

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 24




Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 25

Direction (Q. Nos. 25-27) This section is based on Statement I and Statement II. Select the correct answer from the codes given below.

Q. 

Statement I : The rate of chemical reaction generally increases rapidly for a small temperature increase.

Statement II : Increase in temperature increases fraction of molecules with energies in excess of activation energy.

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 25


Thus, u (rate) ∞ T
Hence, rate increases with increase in temperature.
Distribution of molecules (N) with velocity (u) at two temperatures is shown as

When temperature is increased, fraction of molecules with energy excess of Ea is increased.
Thus, both Statements I and II are correct and Statement II is the correct explanation of Statement I.

Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 26

Statement I : For a certain reaction, large fraction of molecules has energy more than the threshold energy,yet the rate of reaction is very slow.

Statement II : Collisions are only effective if they have proper orientation. In the absence of proper orientation rate becomes, slow.

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 26

There are collisions among molecules which increase the rate of reaction. These collisions are only effective if they have proper orientations. In the absence of proper orientations rate becomes slow. Thus, Statements I and II both are correct and Statement II is the correct explanation of Statement I.

Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 27

Statement I : Certain reactions are thermodynamically feasible but their rates are very slow.

Statement II : Energy of activation may be high for such reactions.

Detailed Solution for Revisal Problems (Past 13 Years) JEE Main (Chemical Kinetics) - Question 27


This reaction is thermodynamically feasible due to (ΔG < 0). But Ea is very high.
Thus, rate becomes slow. Thus, Statements I and II are correct and Statement II is the correct explanation for Statement I.

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