The kinetics of a gas phase reaction of the form A → Products results
-
in a rate constant of 0.00781 M/min. For this reaction, the initial
concentration of A is 0.277 M.
How many minutes will it take for the concentration of A to reach
0.080 M

Respuesta :

It will take 21.57min for the concentration of A to reach

0.080 M if The kinetics of a gas phase reaction of the form A → Products results

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Unit of rate constants for

0 order reaction = M/s

1st order reaction = sec-1

2nd order reaction = M-1s-1

So, this reaction is a 0-order reaction because it's rate constant has a unit M/min

Now half-life of 0 order reaction = Ao/2K

Where Ao = initial concentration

              K = rate constant

using kinetics of a gas

Given,

Ao = 0.337M and K = 0.00781M/min

Putting all the values we get

t1/2 = 0.337/2×0.00781 min

On calculating

t1/2 =  21.57min

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