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Bromophenol Blue - Fundamentals Chemistry with Laboratory | CHEM 105, Lab Reports of Chemistry

Material Type: Lab; Class: Fundamentals Chemistry w/Lab; Subject: Chemistry; University: Wellesley College; Term: Unknown 1989;

Typology: Lab Reports

Pre 2010

Uploaded on 08/19/2009

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Prelab #10 — Bromophenol Blue
Names (groups of 2) __________________________________
Lab section: M T W Th F
Work in groups of 2. Get permission ahead of time to work in a group
of 3.
Please show all work.
Reading Assignment:
Lab manual—Lab 10, including Background and Experimental sections.
Kinetics—Zumdahl, Chapter 15, especially p. 723: Integrated Rate Laws for
Reactions with More Than One Reactant.
1) Consider the reaction A + B AB.
a) Write the rate law for this reaction. Use “k” for the rate constant. Use
“m” and “n” to represent the order of reaction with respect to A and B,
respectively:
____________________________________________________________
b) In terms of m and n, what is the overall order of the reaction:
___________
c) When there are multiple reactants in a reaction, it can be difficult to
experimentally determine the reaction order of each reactant because
both concentrations are changing as a function of time. In a pseudo-first-
order reaction, one reactant is in extreme excess and its concentration
essentially remains constant during the reaction. This allows the rate law
to be simplified. Instead of using the rate constant, k, we use a pseudo
rate constant, k’, which combines both k and the concentration of the
reactant which remains constant. Thus, the rate law is written in terms of
only one reactant concentration. If B is in extreme excess, write the
simplified rate law, using the pseudo rate constant, k’:
____________________________________________________________
d) Write an expression for k’ in terms of k, [B], and n:
____________________________________________________________
e) The following exercise simulates what you will do with the data you
collect in this lab. In this exercise, the reaction above (A + B AB) is
performed twice. In the first trial, [B] = 1.0M. In the second trial, [B] =
2.0M. In both trials [B] is not changing measurably during the reaction.
However, [A] is measured as a function of time and its values are listed in
the data table below. This same data table (in an Excel spreadsheet) can
also be found in the lab manual.
Trial 1 Trial 2
[B] = 1.0M [B] = 2.0M
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Names (groups of 2) __________________________________ Lab section: M T W Th F  Work in groups of 2. Get permission ahead of time to work in a group of 3.Please show all work. Reading Assignment:  Lab manual—Lab 10, including Background and Experimental sections.  Kinetics—Zumdahl, Chapter 15, especially p. 723: Integrated Rate Laws for Reactions with More Than One Reactant.

  1. Consider the reaction A + BAB. a) Write the rate law for this reaction. Use “k” for the rate constant. Use “m” and “n” to represent the order of reaction with respect to A and B, respectively:

b) In terms of m and n , what is the overall order of the reaction:


c) When there are multiple reactants in a reaction, it can be difficult to experimentally determine the reaction order of each reactant because both concentrations are changing as a function of time. In a pseudo-first- order reaction, one reactant is in extreme excess and its concentration essentially remains constant during the reaction. This allows the rate law to be simplified. Instead of using the rate constant, k , we use a pseudo rate constant, k’ , which combines both k and the concentration of the reactant which remains constant. Thus, the rate law is written in terms of only one reactant concentration. If B is in extreme excess, write the simplified rate law, using the pseudo rate constant, k’:


d) Write an expression for k’ in terms of k , [B], and n :


e) The following exercise simulates what you will do with the data you collect in this lab. In this exercise, the reaction above ( A + BAB ) is performed twice. In the first trial, [B] = 1.0M. In the second trial, [B] = 2.0M. In both trials [B] is not changing measurably during the reaction. However, [A] is measured as a function of time and its values are listed in the data table below. This same data table (in an Excel spreadsheet) can also be found in the lab manual. Trial 1 Trial 2 [B] = 1.0M [B] = 2.0M

Time (s) [A] [A] 0 0.0200 0. 1 0.0198 0. 2 0.0196 0. 3 0.0194 0. 4 0.0192 0. 5 0.0190 0. 6 0.0189 0. 7 0.0187 0. 8 0.0185 0. 9 0.0183 0. 10 0.0182 0. i) Using Excel and the directions below, determine the order of the reaction with respect to [A].  Add two new columns to the right of the data for Trial 1. Label the first column “ln [A]” and label the second column “1/[A]”.  Use Excel to calculate the ln [A] and 1/[A] in the appropriate columns.  Now make three plots.

  1. Time vs. [A]
  2. Time vs. ln [A]
  3. Time vs. 1/[A]  Insert a linear trendline for each of the three plots. Include the equation and the R^2 on each plot.  Choose the relationship (time vs. [A], time vs. ln [A] or time vs. 1/[A]) that has the most linear relationship (R^2 closest to 1). From the plots, determine the order of the reaction with respect to [A]: zero order (time vs. [A] most linear), first order (time vs. ln [A] most linear) or second order (time vs. 1/[A] most linear). Order of reaction with respect to [A]: _______  Print out the most linear Excel plot and attach it to this pre-lab. ii) Now that you have determined the order of the reaction with respect to [A], you know which plot will be linear for Trial 2. Make this plot, including the equation and R^2 , and attach it to this pre-lab. iii) Just like the rate constant is the |slope| of the most linear plot for a one-reactant reaction, k’ is the |slope| of the most linear plot for a pseudo-first-order reaction. Report your k’ values for each trial, including appropriate units of time: Trial 1, k’ = ______________ Trial 2, k’ = ______________ iv) Using your calculated values of k’ and your expression for k’ in terms of k , [B], and n ; solve for n , the order of the reaction with respect to [B]. Show your work here:

Volume of Bp2-: ___________ Glassware: __________________________ Volume of NaOH: ___________ Glassware: _________________________ Glassware to prepare solution in: __________________________________ b) Describe how you would prepare 100.00 mL of a solution that is 0.03 g/L Bromophenol Blue in 1 M NaOH and 1 M NaCl. [The reason we include NaCl is that “ionic strength” (a measure of the total number of ions in solution) affects the rate of reaction. We use NaCl so that we can change the NaOH concentration without changing the ionic strength.] Show all calculations. Volume of Bp2-: ___________ Glassware: __________________________ Volume of NaOH: ___________ Glassware: _________________________ Volume of NaCl: ___________ Glassware: __________________________ Glassware to prepare solution in: __________________________________ c) Calculate the Bp2-^ concentration of the above solutions in moles/L. The formula for Na 2 Bp is: Na 2 C 19 O 5 Br 4 SH 8 (Try this molar mass calculator, noting that it is case sensitive: http://www.humboldt1.com/~medusa/page/molecalc/). Show work. Bp2-concentration _________________M d) When you make your solutions, you do not want them to react before you have a chance to measure them. So you will want to make your solutions just before measuring, and try to get your solutions to the

colorimeter within a minute of making them. In addition, you can you prepare your solutions to minimize the contact between Bp2-^ and concentrated NaOH?