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General Chemistry · MCAT · Test Prep

MCAT General Chemistry: Reaction Kinetics

Rate laws, reaction order, catalysts, and activation energy concepts tested on the MCAT.

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35 basic cards for MCAT General Chemistry. Set 7 of 9 in MCAT General Chemistry. It opens with "What is reaction rate in chemical kinetics?" and "What is the general form of a rate law for a reaction with reactants A and B?". Study it alongside the other MCAT sets below.

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What is reaction rate in chemical kinetics?
Show answerThe change in reactant or product concentration per unit time
What is the general form of a rate law for a reaction with reactants A and B?
Show answerrate = k[A]^m[B]^n
What does the exponent on a reactant's concentration in a rate law represent?
Show answerThe reaction order with respect to that reactant
How is the overall order of a reaction determined from its rate law?
Show answerIt is the sum of all the individual reactant exponents (orders)
Can reaction order be determined from the balanced chemical equation alone?
Show answerNo, reaction order must be determined experimentally, not from stoichiometric coefficients
What is the rate law for a zero-order reaction?
Show answerrate = k
What are the units of the rate constant k for a zero-order reaction?
Show answerM/s (molarity per second)
What is the rate law for a first-order reaction?
Show answerrate = k[A]
What are the units of the rate constant k for a first-order reaction?
Show answer1/s (inverse seconds)
What is the rate law for a second-order reaction with a single reactant?
Show answerrate = k[A]^2
What are the units of the rate constant k for a second-order reaction?
Show answer1/(M*s) (inverse molarity times inverse seconds)
What is the integrated rate law for a zero-order reaction?
Show answer[A] = [A]0 - kt
What is the integrated rate law for a first-order reaction?
Show answerln[A] = ln[A]0 - kt
What is the integrated rate law for a second-order reaction?
Show answer1/[A] = 1/[A]0 + kt
What is the half-life formula for a zero-order reaction?
Show answert(1/2) = [A]0 / (2k)

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