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Rate-determining step
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===Pre-equilibrium: if the second step were rate-determining=== The other possible case would be that the second step is slow and rate-determining, meaning that it is slower than the first step in the reverse direction: ''r''<sub>2</sub> βͺ ''r''<sub>β1</sub>. In this hypothesis, ''r''<sub>1</sub> β r<sub>β1</sub> β 0, so that the first step is (almost) at [[chemical equilibrium|equilibrium]]. The overall rate is determined by the second step: ''r'' = ''r''<sub>2</sub> βͺ ''r''<sub>1</sub>, as very few molecules that react at the first step continue to the second step, which is much slower. Such a situation in which an intermediate (here {{NOx|x=3}}) forms an equilibrium with reactants ''prior'' to the rate-determining step is described as a ''pre-equilibrium''<ref name=Atkins>[[Peter Atkins]] and Julio de Paula, ''Physical Chemistry'' (8th ed., W. H. Freeman 2006) p. 814β815. {{ISBN|0-7167-8759-8}}.</ref> For the reaction of {{NOx|x=2}} and CO, this hypothesis can be rejected, since it implies a rate equation that disagrees with experiment. # {{NOx|x=2}} + {{NOx|x=2}} β NO + {{NOx|x=3}} ''(fast step)'' # {{NOx|x=3}} + CO β {{NOx|x=2}} + {{CO2}} ''(slow step, rate-determining)'' If the first step were at equilibrium, then its [[equilibrium constant]] expression permits calculation of the concentration of the intermediate {{NOx|x=3}} in terms of more stable (and more easily measured) reactant and product species: :<math chem>K_1 = \frac{\ce{[NO][NO3]}}{\ce{[NO2]^2}},</math> :<math chem>[\ce{NO3}] = K_1 \frac{\ce{[NO2]^2}}{\ce{[NO]}}.</math> The overall reaction rate would then be :<math chem>r = r_2 = k_2 \ce{[NO3][CO]} = k_2 K_1 \frac{\ce{[NO2]^2 [CO]}}{\ce{[NO]}},</math> which disagrees with the experimental rate law given above, and so disproves the hypothesis that the second step is rate-determining for this reaction. However, some other reactions are believed to involve rapid pre-equilibria prior to the rate-determining step, [[#Composition of the transition state|as shown below]].
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