1999
DOI: 10.1021/ed076p635
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Using CBL Technology and a Graphing Calculator To Teach the Kinetics of Consecutive First-Order Reactions

Abstract: This work proposes a demonstration to introduce first-order reactions using the CBL system. It then presents the analysis of two consecutive first-order reactions. The values of the rate constants that govern each reaction's rate are determined using the graphing and statistical capabilities of a TI-83 calculator.

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Cited by 12 publications
(16 citation statements)
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“…A thorough understanding of these topics is important because they help students to learn subsequent topics such as thermodynamics, acids and bases, and organic chemistry. One kinetics topic that is often a source of student confusion is reaction order. Other common kinetics mistakes include the definition of reaction rate as reaction time, the assumption that reaction rate increases with time or stays constant, and the belief that initial concentration has an impact on the reaction rate of zero-order reactions. Chemical equilibrium is another fundamental concept where a macroscopic/microscopic disconnect contributes to student misconceptions. , For example, based on “macroscopic level” observations, students often think that a chemical reaction stops after it reaches equilibrium …”
Section: Introductionmentioning
confidence: 99%
“…A thorough understanding of these topics is important because they help students to learn subsequent topics such as thermodynamics, acids and bases, and organic chemistry. One kinetics topic that is often a source of student confusion is reaction order. Other common kinetics mistakes include the definition of reaction rate as reaction time, the assumption that reaction rate increases with time or stays constant, and the belief that initial concentration has an impact on the reaction rate of zero-order reactions. Chemical equilibrium is another fundamental concept where a macroscopic/microscopic disconnect contributes to student misconceptions. , For example, based on “macroscopic level” observations, students often think that a chemical reaction stops after it reaches equilibrium …”
Section: Introductionmentioning
confidence: 99%
“…3 corresponds to the graph of the equation where a = 0.1665, b = 0.1560, k obsd = 1.442(3) · 10 À3 s À1 , k 0 obsd ¼ 1.043ð3Þ Â 10 À4 s À1 and A 1 = 0.2290. A detailed description about the analysis of biexponential plots of biphasic reactions is available in the chemical literature [22,25,26]. The nature of the reactions product was established by comparison of the m(CO) spectrum of the reaction product with the spectra of an actual sample of fac-(g 2 -phen)(g 1 -PPh 3 )Mo(CO) 3 .…”
Section: Resultsmentioning
confidence: 99%
“…The rate constant values for sets of consecutive rate constants were determined using a graphing calculator as described in the Journal of Chemical Education [21][22][23]. For extremely slow reactions, the second segment of the biphasic plot was ignored and the rate constant values for the first segment were estimated using a time-lag method [17][18][19][20][21].…”
Section: Kinetics Experiments and Data Analysismentioning
confidence: 99%
“…Knowledge of reaction order can help one ascertain the reaction mechanism. Reaction kinetics experiments in introductory chemistry courses are most often studied either using spectroscopy by observing the change in the visible color of a solution as one species is produced or consumed or by measuring pressure changes in the production or consumption of gas phase species (1)(2)(3)(4)(5)(6). To further help students understand the concept of orders of reaction, a recent publication in this Journal suggests some useful processes simulating reactions occurring under different orders of reaction (7).…”
mentioning
confidence: 99%