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For a given reaction of the first order, it takes for concentration to drop from to . The time required for the concentration to drop from to is?
(a)More than minutes
(b)Less than minutes
(c)Equal to minutes
(d)Infinity

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Important Questions on Chemical Kinetics
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A first order reaction is carried out with an initial concentration of and of the reactant changed into the product. Now, if the same reaction is carried out with an initial concentration of , the percentage of the reactant changing to the product is:

HARD
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In the following first-order reactions,
Product,
Product.
Calculate the ratio of , if only of will have been reacted, when of has been reacted.

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The reaction is started with After and minutes and of , is left, respectively. The order of the reaction is:

MEDIUM
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If doubling the initial concentration of a reactant doubles of the reaction, the order of the reaction is

EASY
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The half life period for catalytic decomposition of at is and at it is The order of reaction is:

EASY
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The rate constant for a reaction is . The reaction obeys:

HARD
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A substance decomposes in solution following the first order kinetics. Flask contains of solution of A and flask contains of solution. After , the concentration, of in flask becomes . What will be the time for concentration of A in flask to becomes ?

MEDIUM
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The rate constant for a second order reaction is How long will it take a solution to be reduced to in reactant?
