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Rate-determining step and reaction mechanismsEdexcel International A Level Chemistry: Revision notes

Section 1

The rate-determining step

A reaction mechanism shows the steps by which reactants become products. The rate-determining step is the slowest step, and it controls the overall rate, like the narrowest part of a pipe. Steps after it are fast and do not affect the rate.

An intermediate is a species formed in one step and used up in a later step. It does not appear in the overall equation. The steps of a mechanism must add up to the overall equation once intermediates are cancelled.

Key termsrate-determining stepintermediatemechanism

Section 2

From rate equation to rate-determining step

The rate equation shows which species (and how many of each) are in the rate-determining step, or in fast steps before it.

  • Each reactant that appears in the rate equation with order 1 is present once in the slow step. Order 2 means two of that species.
  • A reactant with zero order is not in the rate-determining step. It reacts in a fast step after it.

Worked example. For NO₂ + CO → NO + CO₂ with rate = k[NO₂]², the slow step is NO₂ + NO₂ → NO₃ + NO and the fast step is NO₃ + CO → NO₂ + CO₂. CO does not appear in the rate equation because it reacts after the slow step.

Key termszero orderslow step
Exam tip

Count the species: the order of each reactant in the rate equation is the number of its particles in the rate-determining step.

Section 3

From mechanism to rate equation, and checking a mechanism

To predict the rate equation of a proposed mechanism, write the rate equation for the slow step using its reactants.

A proposed mechanism is consistent with the data only if:

  • the steps add up to the overall equation, and
  • the rate-determining step gives the experimental rate equation.

If the predicted rate equation does not match the experimental one, the mechanism is rejected. A consistent mechanism is possible, not proved, because other mechanisms might also fit.

Key termsconsistent mechanismpredicted rate equation
Common mistake

Do not take the rate equation from the overall equation. Use the slow step only.

Section 4

Acid-catalysed iodination of propanone

CH₃COCH₃ + I₂ → CH₃COCH₂I + HI, catalysed by H⁺. Initial-rate experiments show the reaction is first order with respect to propanone, first order with respect to H⁺ and zero order with respect to iodine, so rate = k[CH₃COCH₃][H⁺].

The rate-determining step therefore involves propanone and H⁺ but not iodine. A possible mechanism is:

  • Fast: propanone is protonated on the carbonyl oxygen.
  • Slow: the protonated propanone loses H⁺ from a CH₃ group to form the enol, CH₂=C(OH)CH₃.
  • Fast: the enol reacts with iodine to form CH₃COCH₂I and HI, regenerating H⁺.

Iodine reacts only after the slow step, which explains its zero order.

Key termsenolzero order with respect to iodine

Section 5

Halogenoalkane hydrolysis: evidence for SN1 and SN2

The rate equation tells us which mechanism operates.

Tertiary halogenoalkane, rate = k[RBr] (first order in the halogenoalkane, zero order in OH⁻): SN1. Slow step: the C–Br bond breaks heterolytically to form a carbocation and Br⁻. Fast step: OH⁻ attacks the carbocation. Only the halogenoalkane is in the rate-determining step.

Primary halogenoalkane, rate = k[RBr][OH⁻] (first order in each): SN2. A single step in which the nucleophile OH⁻ attacks the δ+ carbon as the C–Br bond breaks, through a transition state with both species. There is no intermediate.

Primary carbocations are unstable, so primary halogenoalkanes use SN2. Tertiary carbocations are more stable, so tertiary halogenoalkanes use SN1.

Key termsSN1SN2carbocationtransition statenucleophile

Must Know

  • The rate-determining step is the slowest step
  • Orders in the rate equation give the species in (or before) the slow step
  • A mechanism must add up to the overall equation and predict the experimental rate equation
  • Propanone iodination: rate = k[CH₃COCH₃][H⁺], zero order in iodine
  • Tertiary halogenoalkane: rate = k[RX], SN1
  • Primary halogenoalkane: rate = k[RX][OH⁻], SN2

That's the notes covered.

Carry on to the next subtopic.

Exam questions on Rate-determining step and reaction mechanisms

  1. 2-Bromo-2-methylpropane, (CH₃)₃CBr, is hydrolysed by aqueous sodium hydroxide: (CH₃)₃CBr + OH⁻ → (CH₃)₃COH + Br⁻. Experiments show that the rate equation is rate = k[(CH₃)₃CBr].
    Explain why doubling the concentration of OH⁻ has no effect on the rate of this reaction.2 marks
  2. 1-Bromobutane, CH₃CH₂CH₂CH₂Br, reacts with aqueous sodium hydroxide to form butan-1-ol. When the concentration of hydroxide ions is doubled with the concentration of 1-bromobutane unchanged, the rate doubles. When the concentration of 1-bromobutane is doubled with the concentration of hydroxide ions unchanged, the rate also doubles.
    Explain how the rate data support an SN2 mechanism for 1-bromobutane and describe the transition state.2 marks
  3. The overall equation for a gas-phase reaction is H₂ + 2ICl → I₂ + 2HCl. Experiments show that the reaction is first order with respect to H₂ and first order with respect to ICl. A student proposes a mechanism with two steps. Step 1 (slow): H₂ + ICl → HI + HCl. Step 2 (fast): HI + ICl → I₂ + HCl.
    Show that this mechanism is consistent with both the overall equation and the experimental rate equation.3 marks
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Written by the Exaim team, led by Shaun Daswani (Head of Upper Secondary, Improve ME Institute; MSc Financial Mathematics, Imperial College London; BSc, UCL) and Jason Daswani (operational lead, Improve ME Institute; LSE).