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Derive an expression for the intergated ...

Derive an expression for the intergated rate equation for the first order reaction.

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Knowledge Check

  • The intergrated rate equation for first order reaction is Ato products

    A
    `K=2.03t "log"_(10)([A]_(0))/([A]_(t))`
    B
    `K=-(1)/(t)"ln"([A]_(t))/([A]_(0))`
    C
    `K=(2*303)/(t)"log"_(10)([A]_(t))/([A]_(0))`
    D
    `K=(1)/(t)"ln"([A]_(t))/([A]_(0))`

  • The integrated rate equation for first order reaction is A to products.

    A
    k=2.303 t `log_(10) ([A]_(0))/([A]_(t))`
    B
    `k=-1/t ln ([A]_(t))/([A]_(0))`
    C
    `k=(2.303)/t log_(10)([A]_(t))/([A]_(0))`
    D
    `k=1/2 ln ([A]_(t))/([A]_(0))`

  • the integrated rate equation for first order reaction A to products is given by

    A
    `l=(2.303)/(t)l n ([A_(0)])/([A_(t)])`
    B
    `k=-(1)/(t)l n ([A_(t)])/([A_(0)])`
    C
    `k= (2.303)/(t) log_(10)""([A_(t)])/([A_(0)])`
    D
    `k=(1)/(t ) l n ([A_(t)])/([A_(0)])`

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