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For the decomposition of azomethane CH⁢𝐴3⁢N⁢𝐴2⁢CH⁢𝐴3⁢𝐴(g)CH⁢𝐴3⁢CH⁢𝐴3⁢𝐴(g)+N⁢𝐴2⁢𝐴(g) is a first order reaction, the variation in partial pressure with time at 600 K is given by The half-life - Chemistry (Theory)

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Question

For the decomposition of azomethane

\[\ce{CH3N2CH3_{(g)} -> CH3CH3_{(g)} + N2_{(g)}}\] is a first order reaction, the variation in partial pressure with time at 600 K is given by 

The half-life of the reaction is ______ × 10−5 s (Nearest integer).

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Solution

The half-life of the reaction is 2 × 10−5 s.

Explanation:

For a first-order reaction, the rate law is given by:

`ln(P/P^circ) = -kt`

So the slope of the straight line = −k.

Thus,

k = 3.465 × 104 s−1    ...[Given]

The half-life t1/2​ for a first-order reaction is given by:

`t_(1//2) = (ln 2)/k`

= `0.693/(3.465 xx 10^4)`

= `0.693/34650`

= 2 × 10−5 s

∴ The half-life of the reaction is 2 × 10−5 s.

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Chapter 4: Chemical Kinetics - INTEGER TYPE QUESTIONS [Page 265]

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Nootan Chemistry Part 1 and 2 [English] Class 12 ISC
Chapter 4 Chemical Kinetics
INTEGER TYPE QUESTIONS | Q 6. | Page 265
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