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Benzene diazonium chloride in aqueous so...

Benzene diazonium chloride in aqueous solution decomposes according to the equation `C^(6)H^(5)N^(2)Cl rarr C_(6)H_(5)Cl+N_(2)` Starting with an initial concentration of `10 g L^(-1)`, the volume of `N_(2)` gas obtained at `50^(@)C` at different intervals of time was found to be as under :
`{:("t (min)":,6,12,18,24,30,oo),("Vol. of "N_(2) (ml):,19.3,32.6,41.3,46.5,50.4,58.3):}`
Show that the above reaction follows the first order kinetic. What is the value of the rate constant ?

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For a first order reaction
`k=(2.303)/(t)"log"([A_(0)])/([A])`
`k=(2.303)/(t)"log"(V_(oo))/(V_(oo)-V_(1))`
In the present case, `V_(oo) = 58.3 ml`.
The value of k at different time can be calculated as follows.
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Benzene diazonium chloride in aqueous solution decomposes according to the equation C_(6)H_(5)N_(2)Cl rarr C_(6)H_(5)Cl+N_(2) . Starting with an initial concentration of "10 g L"^(-1) , the volume of N_(2) gas obtained at 50^(@)C at different intervals of time was found to be as under: Show that the above reaction follows the first order kinetics. What is the value of the rate constant?

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