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The rate law for a reaction is Rate = K ...

The rate law for a reaction is Rate = `K [A] [B]^(3//2)`
Can the reaction be an elementary process ? Explain.

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To determine whether the given reaction can be an elementary process based on the provided rate law, we will follow these steps: ### Step 1: Understand the Rate Law The rate law provided is: \[ \text{Rate} = k [A][B]^{3/2} \] This indicates that the rate of the reaction depends on the concentration of reactant A raised to the power of 1 and reactant B raised to the power of \( \frac{3}{2} \). ### Step 2: Calculate the Overall Order of the Reaction ...
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If the rate law has the form Rate = k [A] [B]^(3/2) , can the reaction be an elementary process ?

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Knowledge Check

  • The rate expression for a reaction is rate =k[A]^(3//2)[B]^(-1) , the order of reaction is

    A
    `0`
    B
    `1//2`
    C
    `3//2`
    D
    `5//2`

  • The rate law for a certain reaction is found to be : Rate = k[A] [B]^(2) How will the rate of this reaction compare if the concentration of A is doubled and the concentration of B is halved ? The rate will :

    A
    remain the same.
    B
    be double the original rate.
    C
    be triple the original rate.
    D
    be one-half the original rate.

  • If the rate of reaction between A and B is given by rate =k[A][B]^(2) , then the reaction is

    A
    first order in A
    B
    second order in B
    C
    third order overall
    D
    none of the above

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    For a reaction, the rate law is : Rate =k=[A][B]^(1//2) . Can this reaction be an elementary reaction ?

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