Reactant A converts to product D through the given mechanism (with the net evolution of heat): A - B slow; H = +ve B -…
Chemical Kinetics · Class 12 · JEE Main Previous Year Question
Reactant A converts to product D through the given mechanism (with the net evolution of heat):
slow;
fast;
fast;
Which of the following represents the above reaction mechanism?
- a✓
Option a
- b
option b
- c
option c
- d
Option d
Option a
Step 1 — Analyse each step on energy diagram
- A → B (slow, ): endothermic, B higher than A; slow = large activation energy hump
- B → C (fast, ): exothermic, C lower than B; fast = small hump
- C → D (fast, ): exothermic, D lower than C; fast = small hump
Step 2 — Net reaction
Net: (net evolution of heat) → D is at lower energy than A
Step 3 — Profile shape
A → rises steeply to B (large hump, slow step) → drops to C (small hump) → drops to D (small hump); D below A.
This matches Graph (a) → Option (a)
Key Points to Remember:
- Slow step = large activation energy barrier on energy diagram
- Endothermic step: products higher than reactants
- Net exothermic: final product D lower than starting material A
Practice this question with progress tracking
Want timed practice with adaptive difficulty? Solve this question (and hundreds more from Chemical Kinetics) inside The Crucible, our adaptive practice platform.
More JEE Main Chemical Kinetics PYQs
| [A]0 / mol L-1 | t1/2 / min | |---|---| | 0.100 | 200 | | 0.025 | 100 | For reaction R P, t1/2 is related to [A]0 as above. Given: 2 = 0.30. Which of the following is true? (A) The order of the…
For a reaction A K1 B K2 C If the rate of formation of B is set to be zero then the concentration of B is given by:
For a reaction scheme A k1 B k2 C, if the net rate of formation of B is set to be zero then the concentration of B is given by:
For an elementary chemical reaction, A2 k-1k1 2A, the expression for d[A]dt is:
Consider the following reversible chemical reactions: {A_2(g) + B_2(g)} {}{{k_1}{}} {2AB(g)} (1) {6AB(g)} {}{{k_2}{}} {3A_2(g) + 3B_2(g)} (2) The relation between K1 and K2 is: