Cyclobutane decomposes when heated in a first order reaction to give ethylene by the reaction shown below. 2 C₂H4 C4H8 → a. The initial concentration of C4H8 was 0.00150M. After heating the cyclobutane for 455 seconds, the concentration of C4H8 was 0.00119M. What is the value and units for the rate constant for this reaction? b. Using the value and units of the rate constant from part a and the initial concentration of the C4H8 from part a, what would be the concentration of the C4H8 after 20.2 minutes? c. How long in minutes would it take for the concentration of the C4Hg to reduce by 95.0%? Again use the rate constant from part a and the initial concentration of 0.00150M. d. What is the half life for this reaction?

Chemistry: The Molecular Science
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Chapter11: Chemical Kinetics: Rates Of Reactions
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Cyclobutane decomposes when heated in a first order reaction to give ethylene by the reaction shown below.
C4H8
2 C₂H4
a. The initial concentration of C4H8 was 0.00150M. After heating the cyclobutane for 455 seconds, the concentration of C4H8 was 0.00119M. What is the value
and units for the rate constant for this reaction?
b. Using the value and units of the rate constant from part a and the initial concentration of the C4H8 from part a, what would be the concentration of the C4H8
after 20.2 minutes?
c. How long in minutes would it take for the concentration of the C4Hg to reduce by 95.0%? Again use the rate constant from part a and the initial concentration
of 0.00150M.
d. What is the half life for this reaction?
Transcribed Image Text:Cyclobutane decomposes when heated in a first order reaction to give ethylene by the reaction shown below. C4H8 2 C₂H4 a. The initial concentration of C4H8 was 0.00150M. After heating the cyclobutane for 455 seconds, the concentration of C4H8 was 0.00119M. What is the value and units for the rate constant for this reaction? b. Using the value and units of the rate constant from part a and the initial concentration of the C4H8 from part a, what would be the concentration of the C4H8 after 20.2 minutes? c. How long in minutes would it take for the concentration of the C4Hg to reduce by 95.0%? Again use the rate constant from part a and the initial concentration of 0.00150M. d. What is the half life for this reaction?
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