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Chemical Kinetics and Nuclear Chemistry question

2006 · Shift 0 · Q28
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Chemical Kinetics and Nuclear Chemistry question

2006 · Shift 0 · Q28

JEE MainChemistryChemical Kinetics and Nuclear ChemistryMCQ+4 / −1
Rate of a reaction can be expressed by Arrhenius equation as: k=A e−E/RTk = A\,{e^{ - E/RT}}k=Ae−E/RT In this equation, E represents
  1. A
    the energy above which all the colliding molecules will react
  2. B
    the energy below which colliding molecules will not react
  3. C
    the total energy of the reacting molecules at a temperature, T
  4. D
    the fraction of molecules with energy greater than the activation energy of the reaction
View written solutionFree

Correct answer: A

  1. The Arrhenius equation is

k=Ae−E/RTk = A e^{-E/RT}k=Ae−E/RT

where:

  • kkk = rate constant
  • AAA = frequency factor
  • EEE = activation energy
  • RRR = gas constant
  • TTT = absolute temperature
  1. So, in the equation, EEE represents the activation energy of the reaction.

  2. Meaning of activation energy:

Activation energy is the minimum energy barrier that reacting molecules must possess for effective collision and reaction to occur.

  1. Now evaluate the options:
  • Option A: "the energy above which all the colliding molecules will react"

    • This best matches the JEE-level interpretation of activation energy: molecules having energy equal to or greater than activation energy are capable of reaction.
    • Hence, this is the correct option.
  • Option B: "the energy below which colliding molecules will not react"

    • This is also close in wording to activation energy, but it describes the threshold indirectly rather than defining EEE itself in the usual exam sense.
    • In standard MCQ conventions, option A is preferred.
  • Option C: "the total energy of the reacting molecules at a temperature, TTT"

    • Incorrect. EEE is not the total energy of molecules.
  • Option D: "the fraction of molecules with energy greater than the activation energy of the reaction"

    • Incorrect. That fraction is related to the exponential factor e−E/RTe^{-E/RT}e−E/RT, not EEE itself.
  1. Therefore, the correct answer is:

A\boxed{A}A​

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