A reaction is second order w.r.t. a reactant. How will the rate of reaction be affected if the concentration of the reactant is
(i) doubled
(ii) reduced to half
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A reaction is second order w.r.t. a reactant. How will the rate of reaction be affected if the concentration of the reactant is
(i) doubled
(ii) reduced to half
Answer
Let the concentration of the reactant be [A] = a
Rate of reaction, R = k [A]2 = ka2
(i) If the concentration of the reactant is doubled, i.e. [A] = 2a, then the rate of the reaction would be
R = k(2a)2
= 4ka2
= 4 R
Therefore, the rate of the reaction would increase by 4 times.
(ii) If the concentration of the reactant is reduced to half, i.e. [A] = 1/2 a,then the rate of the reaction would be
R = k(1/2a)2
= 1/4 Ka2
= 1/4 R
Therefore, the rate of the reaction would be reduced to ¼th
(i) doubled
(ii) reduced to half
Answer
Let the concentration of the reactant be [A] = a
Rate of reaction, R = k [A]2 = ka2
(i) If the concentration of the reactant is doubled, i.e. [A] = 2a, then the rate of the reaction would be
R = k(2a)2
= 4ka2
= 4 R
Therefore, the rate of the reaction would increase by 4 times.
(ii) If the concentration of the reactant is reduced to half, i.e. [A] = 1/2 a,then the rate of the reaction would be
R = k(1/2a)2
= 1/4 Ka2
= 1/4 R
Therefore, the rate of the reaction would be reduced to ¼th
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Let concⁿ of reactant = n
=> Rate of rxⁿ = k[A]²=k[n]²
(i)If concⁿ is doubled , i.e, [A]=2n
R = k[2n]²
= 4kn²
Hence,the rate of rxⁿ increase 4times
(ii)If concⁿ is halved , i.e, [A]=½n
=> R= k[½n]²
= ¼kn²
Therefore, it becomes ¼th
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