Find the rate constant for the given reaction A+B arrow product whose initial concentration of the reaction A and B are 'a"
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The given reaction is A+B⟶ Product
Let us suppose the rate law of this reaction is:-
Rate=K[A]a[B]b
where K is a rate constant.
a and b are order of the reaction with respect to the reactants A and B respectively.
Given that,
When [A] is doubled, the rate of the reaction is also doubled, so the reaction is first order w.r.t.A and hence a=1
When [A],[B] is doubled, the rate of reaction becomes 8 times. Now,
(Rate)new=K[2A]1[2B]b −(ii)
Rate=K[A]1[B]b −(iii)
Now, ∵ New rate of reaction is 8 times, so dividing (ii) by (iii) :-
⇒8=2.2b
23=21+b
Equating the exponents:-
⇒3=1+b⇒b=2
So, order of reaction w.r.t to B is 2
So, Rate=K[A][B]2
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