Question:

Match the following reaction orders with their units of rate constant:

Reaction OrderUnits of k
(A) Zero order
(B) First order
(C) Second order
(I) L mol-1s-1
(II) mol L-1s-1
(III) s-1

Choose the correct option:

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The unit of rate constant for first-order reactions is always \(s^{-1}\), independent of concentration units.
Updated On: May 21, 2026
  • A--II, B--III, C--I
  • A--III, B--II, C--I
  • A--I, B--II, C--III
  • A--II, B--I, C--III
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The Correct Option is A

Solution and Explanation

Concept: The units of rate constant depend on the order of reaction.

Step 1:
Write the general rate equation.
\[ \text{Rate}=k[A]^n \] Units of rate are: \[ mol\,L^{-1}s^{-1} \]

Step 2:
Find units for zero-order reaction.
For zero-order: \[ \text{Rate}=k \] Thus: \[ [k]=mol\,L^{-1}s^{-1} \] Hence: \[ A\to II \]

Step 3:
Find units for first-order reaction.
For first-order: \[ k=\frac{\text{Rate}}{[A]} \] Units become: \[ s^{-1} \] Thus: \[ B\to III \]

Step 4:
Find units for second-order reaction.
For second-order: \[ k=\frac{\text{Rate}}{[A]^2} \] Units become: \[ L\,mol^{-1}s^{-1} \] Thus: \[ C\to I \] Therefore, the correct matching is: \[ \boxed{A-II,\ B-III,\ C-I} \]
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