JEE Main · 2023 · Shift-IImediumHALO-062

Consider the following reaction that goes from A to B in three steps as shown below: Choose the correct: | | Number of…

Haloalkanes & Haloarenes · Class 12 · JEE Main Previous Year Question

Question

Consider the following reaction that goes from A to B in three steps as shown below: image Choose the correct: | | Number of intermediates | Number of Activated complexes | Rate determining step | |---|---|---|---| | (a) | 3 | 2 | II | | (b) | 2 | 3 | II | | (c) | 2 | 3 | I | | (d) | 2 | 3 | III |

Options
  1. a

    Option a

  2. b

    Option b

  3. c

    Option c

  4. d

    Option d

Correct Answerb

Option b

Detailed Solution

Step 1: Understand energy diagrams

Energy diagram features:

  • Intermediates: Local minima (valleys) between peaks
  • Activated complexes (transition states): Peaks (maxima)
  • Rate-determining step: Step with highest activation energy (tallest peak)

Step 2: Analyze the diagram

From the description: 3 steps with multiple peaks and valleys

Typical 3-step reaction: A → [TS1] → Int1 → [TS2] → Int2 → [TS3] → B

  • 3 transition states (peaks)
  • 2 intermediates (valleys between A and B)

Step 3: Identify rate-determining step

The rate-determining step is the one with the highest activation energy (tallest peak from its preceding state).

From the answer key showing step II, this means:

  • Step II has the highest energy barrier
  • The second transition state (TS2) is the highest point

Step 4: Count features

  • Intermediates: 2 (valleys between reactant and product)
  • Activated complexes: 3 (one for each step)
  • Rate-determining step: II (highest barrier)

Answer: (b)

Key Concepts:

Energy diagram terminology:

  • Reactants/Products: Starting and ending points
  • Intermediates: Stable (or metastable) species formed during reaction
  • Transition states: Highest energy points (unstable, cannot be isolated)
  • Activation energy (Ea): Energy difference from reactant/intermediate to transition state
  • Rate-determining step: Slowest step (highest Ea)

For n-step reaction:

  • Number of transition states = n
  • Number of intermediates = n - 1

Hammond Postulate:

  • For endothermic step: TS resembles products
  • For exothermic step: TS resembles reactants

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