Sapling #11

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Rylee Mangan 1K
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Sapling #11

Postby Rylee Mangan 1K » Wed Mar 03, 2021 8:10 pm

Can anyone help me start this problem or tell me which lecture to find the material?

Dinitrogen pentoxide, N2O5, decomposes by first‑order kinetics with a rate constant of 3.7×10−5 s−1 at 298 K.
What is the half‑life, in hours, of N2O5 at 298 K?

Thanks!

Jonathan Haimowitz 3B
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Re: Sapling #11

Postby Jonathan Haimowitz 3B » Wed Mar 03, 2021 8:29 pm

The question states that this decomposition is first-order, so use the first-order half life equation:
Note that it asks for the half-life in hours, and the result of this equation will be in seconds.

RDove_3G
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Re: Sapling #11

Postby RDove_3G » Wed Mar 03, 2021 8:32 pm

Hi, all the information on half-life equations is given in today's lecture, lecture 23. The rate constant you are given is k and it is a first-order reaction so you want to use the equation for a first-order half-life which is ln2/k. Be careful of units.

Daniela Santana 2L
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Re: Sapling #11

Postby Daniela Santana 2L » Mon Mar 15, 2021 11:14 pm

Hi! In order to solve for the half life of something you use the equation t1/2 = ln2/k. ln2 approximately equals .693 so solve for .693/3.7x10^-5. The value you get from this will be in seconds so be sure to convert this value to hours by applying 60 as many times needed. I hope this helps!!


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