Time (min) A 0 0.617 10 0.536 20 0.456 30 0.375 40 0.294 50 0.214 60 0.133 εb (L/mol) 79.1 Write what is the differential rate law. Predict how fast the reaction would go if the original concentration were tripled. Explain your logic. Use the integrated rate law to predict the concentration at 75 min. Show your calculation here. Calculate the half-life
Time (min) A 0 0.617 10 0.536 20 0.456 30 0.375 40 0.294 50 0.214 60 0.133 εb (L/mol) 79.1 Write what is the differential rate law. Predict how fast the reaction would go if the original concentration were tripled. Explain your logic. Use the integrated rate law to predict the concentration at 75 min. Show your calculation here. Calculate the half-life
Chemistry & Chemical Reactivity
9th Edition
ISBN:9781133949640
Author:John C. Kotz, Paul M. Treichel, John Townsend, David Treichel
Publisher:John C. Kotz, Paul M. Treichel, John Townsend, David Treichel
Chapter4: Stoichiometry: Quantitative Information About Chemical Reactions
Section4.8: Stoichiometry Of Reactions In Aqueous Solution-titrations
Problem 2RC
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Question
- Show a sample calculation of how you converted your initial (t = 0) absorbance reading into a concentration.
- Copy and paste your three graphs below. Sample graph titles: “Determination of whether n = [insert order]”.
Red |
|
Time (min) |
A |
0 |
0.617 |
10 |
0.536 |
20 |
0.456 |
30 |
0.375 |
40 |
0.294 |
50 |
0.214 |
60 |
0.133 |
|
|
εb (L/mol) |
79.1 |
- Write what is the differential rate law.
- Predict how fast the reaction would go if the original concentration were tripled. Explain your logic.
- Use the integrated rate law to predict the concentration at 75 min. Show your calculation here.
- Calculate the half-life of the reactant at 75 min. Show your work here.
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