125 questions asked across 17 exam years, newest first
In a first order decomposition reaction, the time taken for the decomposition of reactant to one fourth and one eighth of its initial concentration are and (s), respectively. The ratio will be:
Answer: D
Rate law for a reaction between and is given by If concentration of is doubled and concentration of is halved from their initial value, the ratio of new rate of reaction to the initial rate of reaction is
Answer: B

Answer: A
Half life of zero order reaction is , when initial concentration of reactant is . The time required to decrease concentration of A from to is :
Answer: B
In a reaction , initial concentrations of and are related as . The half lives of and are and , respectively. If they start to disappear at the same time, both following first order kinetics, after how much time will the concentration of both the reactants be same?
Answer: B
Consider the following statements related to temperature dependence of rate constants. Identify the correct statements. A. The Arrhenius equation holds true only for an elementary homogenous reaction. B. The unit of is same as that of in Arrhenius equation. C. At a given temperature, a low activation energy means a fast reaction. D. A and as used in Arrhenius equation depend on temperature. E. When , A and become interdependent. Choose the correct answer from the options given below:
Answer: C
For a given reaction , is related to as given in table. Given: Which of the following is true? A. The order of the reaction is . B. If is , then is C. The order of the reaction changes to if the concentration of reactant changes from to . D. is for Choose the correct answer from the options given below:
Answer: B

Answer: B
Consider a complex reaction taking place in three steps with rate constants and respectively. The overall rate constant is given by the expression . If the activation energies of the three steps are , and respectively, then the overall energy of activation in is ____ . (Nearest integer)
Answer: 20





Answer: B