Active Learning Strategies for Microeconomic Theory
Prof. John Z. Smith Jr.
New York University
726 Broadway, 6th Floor, Suite 664b
New York, NY 10003-9502
email@example.com Paper prepared for presentation at 2007 American Economic Association meetings,
Chicago, IL, January 6, 2007.
? I have benefited from conversations with Joshua Beauregard, Jonathan Powers, Hak Mui, Joann Frantino
and April Krassner. Any remaining errors are solely my responsibility.
Students enrolled in Microeconomic Theory courses frequently express their
disenchantment with the emphasis on theoretical models viewed as simplistic or
inapplicable to real-world scenarios. This disenchantment can rapidly lead to student
disengagement, resulting in poor academic outcomes in the course and an inadequate
grounding in theoretical concepts necessary for success in advanced courses.
To promote student engagement and increase students’ comprehension, I have developed
an approach to teaching microeconomic theory that incorporates empirical data into
classroom exercises. Unlike a textbook’s boxed applications or a numerical example
during a lecture, this approach requires students to work collaboratively in analyzing
economic data and reporting their findings to the larger class.
Applying economic models to actual data reinforces students’ understanding of the
underlying concept and illustrates applications of economic theory to “real-world”
problems. Requiring students to collaborate in small groups promotes peer learning and
provides students experience in group-based problem solving. Since students are
required to analyze their findings in written work and in discussions, they gain experience
in the craft of empirical work and presenting empirical findings in written form. This
experience is valuable to students in advanced courses and senior thesis seminars that
require the application of economic models to data.
The paper below outlines the infrastructure requirements for incorporating these exercises
in the classroom and the structure of the exercises. Four specific exercises are described
in detail, and preliminary observations on student outcomes are reported. Infrastructure Requirements
Because many of the exercises use in-class analysis of data, a computer classroom or
student laptops are necessary.1 To conduct the analysis, students need access to a
statistical package such as Stata.
To facilitate communication between student groups outside of the classroom, an
Internet-based message board is helpful. We use the discussion group feature in
Blackboard, which allows students to exchange ideas with both group members and their
1 If class sizes and/or hardware requirements prevent implementation of in-class analysis of data by student
groups, the data analysis could be conducted outside of classroom time.
Each exercise requires approximately 75 minutes of class time, including description and
directions, small-group breakouts, in-class writing exercises and entire class discussion.
We find it most effective to confine the in-class component to one class meeting,
although the exercises could be split across class meetings.
For students, preparing for the in-class exercises (typically reading the data description
and group assignment summary) requires 30 minutes of preparation outside of class.
Participation in the online discussion groups requires varies by topic, but averages
approximately 20 minutes per week. Each individual must also submit a one-page
summary of their findings, which requires 45 minutes to 1 hour of preparation outside
Because of the demands on classroom time and student time outside the classroom, I
have adjusted student workload by requiring fewer readings (such as relevant articles
from the Journal of Economic Perspectives
) and modifying problem sets. I have also
relied on technologies such as Blackboard’s discussion groups to shift some discussion of
problem set exercises online. Structure of In-Class Exercises
In completing the in-class exercises, students work in groups containing four or five
students. During the first class, students complete a survey that gathers information on:
previous economics coursework and proficiency with statistical analysis. I then form
groups to ensure an equal distribution of experience and empirical skills across groups.
Within each group, one student is appointed as spokesperson, and she or he facilitates the
group discussions and reports the group’s findings to the entire class.
During the first half of the course, I maintain group composition but rotate the
spokesperson every two weeks. Students who exhibit a reluctance to participate in
discussions within the small groups are appointed the role of spokesperson early on to
force a higher level of participation.
In the second half of the semester, I reconstitute the groups based on my observation of
student abilities and group dynamics. Students who have not yet served in the
spokesperson role are appointed spokesperson for their group.
During the final four weeks of class, I allow students to form their own groups. Active-
learning exercises at this point in the course involve more complicated data analysis and
even some data collection, and I have found that voluntary groups have greater
Incorporation of Exercises into Lectures and Assignments
I will typically introduce each in-class exercise during the prior lecture. This process
includes some brief in-class comments describing the nature of the assignment, the
posting of relevant data sets and/or readings on the Blackboard site, and an “Exercise
Description” sheet that outlines the learning objectives for the exercise.2 Students are
expected to prepare for the exercise outside of class (e.g. transforming variables in data
sets), but the questions raised in the exercise are to be addressed in groups during class
During the in-class portion of the exercise, students have roughly 30 minutes to
implement their empirical analysis or discuss a reading, followed by 20 minutes of
analysis and summary of results. The final 25 minutes of class time are devoted to a
discussion of the exercise at the level of the entire class rather than the individual groups.
Based on within-group analyses and large-group discussion, I prepare an “Exercise
Reaction Assignment” and post on Blackboard.3 The reaction assignments are posted
within 24 hours of lecture and are due at the next class meeting. The purpose of the
reaction assignments is for students to reflect upon their own group’s findings as well as
synthesize the results of the entire-class discussion. Students’ reaction papers are not to
exceed two pages in length and are evaluated based on rigor of economic analysis and
clarity. (Grammar and spelling count.) Student Accountability
Students face direct and indirect incentives to participate meaningfully in the classroom
exercises. Twenty percent of a student’s final grade is classroom participation, which is
based primarily on a student’s contributions to their group as well as participation in the
entire-class discussions. During the portion of class time in which groups are
implementing their analysis and preparing summaries of their findings, I move from
group to group and observe students. In the large-class discussions, I note which students
participate, as well as the quality of their arguments. I provide each student three written
feedback reports on their class participation during the semester. Finally, I review the
discussion board for each exercise on Blackboard, as students are expected to read the
board and participate in the online discussion of the exercises.
In addition, fifteen percent of a student’s final grade is based on their exercise reaction
papers, which I comment on and grade each week.
Indirectly, the learning objectives from the in-class exercises are incorporated into
weekly problem sets and exam questions. At least two problem set questions each week
are based on the in-class exercises.
2 Please refer to Appendix A for an example of an Exercise Description sheet.
3 Please refer to Appendix B for an example of an Exercise Reaction assignment.
Since the composition of the groups is held constant across multiple periods, students
self-police their peers regarding inadequate preparation or unacceptable levels of
participation at the group level. Allowing this moral suasion to operate informally rather
than through formal peer evaluations avoids the tendency of peer evaluations to exhibit
the ebay feedback phenomenon of inflated review (A+++ all the way). Description of In-Class Exercises
The in-class exercises allow us to illustrate the application of microeconomic theory in
more detail than is possible in assigned readings and problem set exercises. Using small
groups provides opportunities for peer learning while introducing a less intimidating
forum for participation and active questioning. The most tangible benefit to using in-
class exercises in a microeconomic theory course is the promotion of “doing” economics
as opposed to “talking about” economics.
In-class exercises develop students’ economic analysis skills in two dimensions. First,
working with data illustrates to students how economists measure concepts such as
elasticities, unit costs, and marginal revenue products. The use of empirical exercises
quickly develops critical analysis skills in students, as they begin to ask: What do the data
tell us? Are these results consistent with an author’s claims? What theory or theories can
explain the empirical findings? Second, students are required to present their analysis – in
verbal arguments and in written reaction papers. Students gain practice in framing an
economic question and presenting their findings, skills which are too often absent from
core economic courses.
Below, I describe four in-class exercises to illustrate the ways in which I use in-class
empirical analysis projects and discussions to promote active student learning. Estimating Demand Functions: Major League Baseball
In this exercise, students are asked to estimate simple demand functions for attendance at
Major League Baseball games. The exercise introduces students to the empirical
estimation of demand functions (in both levels and logs), and enables them to estimate
This exercise also raises a variety of questions that allow us to engage in a broader
discussion of firm (team) behavior and pricing strategy. Students are puzzled to find own
price elasticities of demand that are frequently positive, and in some cases positive and
statistically significant. This finding allows us to explore questions surrounding data
quality, empirical specifications, and questions related to pricing under market power and
In fact, we explore these questions in a later exercise on pricing with market power,
which is described below.
Pricing with Market Power: Major League Baseball Ticket Prices and Attendance
We revisit the estimation of demand functions for Major League Baseball attendance
when we study monopoly and market power. In particular, we use this exercise to
explore why major league baseball teams are pricing on the inelastic portion of the
The student groups are given more detailed data on determinants of attendance and ticket
prices to test whether the finding of inelastic or positive own-price elasticities of demand
are robust and consistent with team profit-maximizing behavior.
The first data set contains richer information on demand, including: available substitutes
(number of pro sports teams in metropolitan market); price of substitutes (movie ticket
prices); prices of related goods (concessions prices and parking costs); and ballpark
characteristics such as age and seating capacity. Student groups using this data
investigate joint-pricing hypothesis for observed own-price elasticities, as well as
potential model misspecification arising from omitted variables. Students also explore the
use of alternative measures of price, such as the total cost of game attendance (Fan Cost
The second data set contains data on teams in shared markets to explore whether
attendance in shared markets is a function of “other” team ticket pricing and on-field
success (winning percentage). These student groups are given a short article on the
difficulties of the Chicago White Sox in attracting fans at U.S. Cellular Field.4 The
students are then asked to estimate demand functions using pooled data from 1980-
2005on the four shared-market teams to see whether the success of the other team in the
shared market impact’s own attendance. The groups are also given data on the New York
Mets and New York Yankees from 1980 to 2005 to test whether the other team’s ticket
price affects own attendance. This exercise introduces students to concepts of market
definition that are relevant for discussions of the exercise of market power.
The remaining student groups explore questions of data quality, specifically the issue of
whether the weighted-average ticket price is an accurate reflection of the costs of game
attendance. Using individual game data from a major league baseball team’s 2004-2005
seasons on the quantity of group discount tickets, discount prices and promotional
pricing, these groups explore the informational value of richer price information in
estimating demand elasticities.
This exercise illustrates to students the richness of economic behavior. Economic theory
predicts that firms possessing market power will choose to price on the elastic portion of
the demand curve, but this prediction holds only for the static case of a simple monopolist
producing a single good or service. Baseball teams might be pursuing dynamic pricing
strategies to increase attendance and frequently have ability to set (or at least influence)
concessions and parking costs.
4 Ahlberg, Erik. “White Sox Are Hot, So Why are Fans in Chicago So Blasé?” Wall Street Journal
More important, the exercise provides an object lesson in the challenges of undertaking
careful empirical work. Newspaper articles frequently tout the positive correlation
between ticket prices and season attendance as evidence of the irrationality of fans,
baseball owners, and/or both. What this “conventional wisdom analysis” fails to
consider, however, is that this simple correlation fails to control for a large number of
determinants of attendance and that ticket pricing in baseball is more sophisticated than
simple weighted-average ticket price calculations capture. Estimating Marginal Revenue Products: Pitchers in Major League Baseball
Students often struggle with understanding the concept of marginal revenue products,
because their own experiences suggest that most work is not analogous to piece-rate
Data from professional sports is particularly useful in this case, because even in team
sports, the productivity of individual players is observed directly and detailed
performance data are readily available.
One approach to estimating a player’s marginal revenue product involves estimating
cross-sectional or longitudinal regressions of player salary on an array of performance
measures. While this approach is instructive, a host of constraints and regulations on
player salaries (limited free agency, long-term contracts) mitigates the direct linkage
between previous performance and pay in a particular period. While life-cycle
approaches to marginal revenue product theory and the incorporation of uncertainty
partially address these issues, legitimate concerns remain.
An alternative approach to measuring the marginal revenue product of athletes focuses on
the direct estimation of a player’s impact on marginal revenue. Pitchers in Major League
Baseball are ideal for such a study, because their performance is instrumental to a team’s
success, and the predictability of pitching rotations allows fans (at least on a walk-up
basis) to attend particular games.
In this exercise, students are assigned an article to read in preparation for the in-class
portion of the exercise.5 The article advances two claims: the effect of superstar pitchers
on attendance is greatly exaggerated; and superstar pitchers mainly redistribute
attendance rather than generate net attendance increases. The article, however, suffers
from two shortcomings. First, it uses career measures of a player’s impact on attendance,
which is problematic as there is significant life-cycle variation in the productivity of
pitchers. Most pitchers struggle early in their careers and then improve until age reduces
pitching velocity and increases the likelihood of debilitating injury. Thus, using lifetime
attendance effects for pitchers seems to bias downward a pitcher’s impact on attendance
(and hence revenue). More important, the article measures the raw difference in
attendance of a particular pitcher’s home starts vis-à-vis
the remainder of the team’s
5 Schwarz, Alan. “When the Stars Come Out, Do the Fans Follow?” New York Times
(Sunday, June 19,
2005), Section 8, p. 5.
home games. Since the team’s opponent and day of the week are likely to influence
attendance, the analysis of raw attendance differentials by pitcher is not particularly
I provide students two data sets on attendance at Detroit Tigers games for the 1976
season. The first data set contains information on attendance at individual home games
as well as: game characteristics (day of week, day/night game, Tigers’ winning
percentage, opposing team, opposing team winning percentage, whether opponent’s
starting pitcher is a star); and identifiers for the specific Tigers pitcher starting the game.6
The second data set contains information on average attendance at the Tigers home series
against each American League opponent, including similar game characteristics and an
indicator variable denoting the home series in which Mark Fidrych was a starting pitcher.
For this exercise, I assign all groups the same task: 1) Determine whether Fidrych
generated a positive and significant effect on game attendance for those games he started;
and 2) attempt to measure whether Fidrych increased total attendance or merely diverted
it away from home games started by other Tigers pitchers. Each student group designs
the empirical tests of these questions and chooses the regression specifications they deem
appropriate. Measures of Market Concentration and Antitrust Concerns: Vertical Integration in Meat
Not all of the exercises involve students completing empirical work. This exercise is
similar to a case study investigating consolidation and vertical integration in the meat
production and meat processing industries, as well as the observed trends in market
Students are assigned two articles documenting and discussing these trends.7 At the
beginning of the in-class exercise, I supplement the readings with a brief overview of
meat production and meat processing. Small-group discussions are assigned particular
focus questions such as: potential and actual cost efficiencies in consolidation of
livestock production and processing; factors driving the trend toward vertical integration
of the meat industry; the calculation of measures of concentration such as the 4-firm
concentration ratio and the Herfindahl-Hirschman index; and whether structural measures
of concentration are per se
evidence of market power.
This exercise provides an excellent opportunity to consider the larger debate over the
appropriate role of antitrust policy in markets where consolidation generates cost
6 The 1976 Detroit Tigers are of particular interest due to the popularity of one of their pitchers, rookie
Mark “The Bird” Fidrych. Star pitchers are defined as those pitchers who finished in the top 10 in Cy
Young voting in their league in the previous year.
7 The articles assigned are: Barkema, Alan; Drabenstatt, Mark; and Novack, Nancy. “The New U.S. Meat
Industry.” Kansas City Federal Reserve Bank Economic Review
, (Second Quarter, 2001), pp. 33-56; and
U.S. Senate Committee on Agriculture, Nutrition and Forestry, (October 29, 2004).
advantages (scale economies) but provides the potential for remaining firms to exercise
significant market power. Student Outcomes
Based on three semesters of data covering approximately 90 students, using small student
groups to implement in-class empirical and writing exercises has had noticeable effects
on student attendance and student learning outcomes.8 Attendance has improved
significantly, particularly among students who entered the course with lower cumulative
and within-major GPAs.9 I believe that peer expectations play as important a role in
boosting attendance as the grade incentive provided by the reaction papers, although I
cannot separately identify these effects. Student performance on problem sets and exams
has increased as well, and the proportion of students receiving final course grades of D
and F decreased from 16.67 percent in 2004-2005 to 4.44% from Fall 2005 through Fall
2006. Student Grade Distributions: 2004-2006 Letter Grade Semester Range
Fall 2004-Spring 2005 Fall 2005-Fall 2006
A through B+
D and F
A long-term return from the incorporation of these in-class exercises is a marked
improvement in the quality – particularly the level of economic analysis – of the required
economic analysis paper, in which students pose a well-defined question and apply an
economic model or models in the analysis of this question. Prior to the introduction of
the in-class exercises, the majority of students produced mediocre papers in which the
analysis rarely extended beyond restating the findings of other economists and authors.
Since the exercises stress investigating questions, presenting findings and engaging in
focused discussion of the question, students are better equipped to frame research
questions and conduct meaningful economic inquiries into these topics. Within the
economics major, this early exposure to empirical analysis and the implementation of
economic research will likely pay dividends in the advanced-level courses and seminars.
There are, however, disadvantages to the incorporation of in-class exercises in a
microeconomic theory course. The obvious cost is the loss of class time previously used
for lecture and problem set review. This reallocation of class time requires a revision of
lectures – fewer empirical examples and cases are discussed during the lecture. Similarly,
8 The incorporation of in-class exercises was the only substantive change to the Intermediate
Microeconomics course from the 2004-2005 academic year to the present. The same text is used, the same
amount of material is covered, and the number of other assignments was held constant.
9 Our Dean granted permission to collect grade-point average information for students enrolled in the
Microeconomic Theory course.
less time is available to work through problems and review problem sets. To compensate
for this, we now use a Blackboard discussion group to review some of the problem set
exercises. Shifting class time to in-class exercises requires revision of the lecture format,
but can be accomplished without significant disruption of student learning outcomes.
In designing the classroom exercises, care must be taken to keep the exercises,
particularly the empirical components, tractable and accessible to all students. Most
students in the microeconomic theory course will have a rudimentary understanding of
ordinary least-squares regression, but many students have only a limited understanding of
model specification, indicator variables and interpretation of regression coefficients.
Many of the exercises have interesting issues that require a thorough understanding of
applied econometrics. Previous experience suggests that student comprehension of the
core learning outcomes suffers when the exercises attempt to incorporate more
sophisticated econometric issues. Instead, instructors might want to summarize these
concerns in a supplementary handout.
One final challenge in successful implementation of the in-class exercises is the issue of
engaging the reluctant student. Some students do not participate actively in their groups
and group spokespersons do not possess experience in pedagogical methods necessary to
foster participation. To date, I cannot report that all students participate extensively in
the small-group discussions, but I have been able to engage reluctant students by
personally joining in the group deliberations. During a particular in-class exercise, I will
sit in on two or three groups and prompt reluctant students for input and ideas. Conclusion
Designing and implementing effective in-class exercises requires a significant investment
of time to build-out data sets and instructions, as well as comment on reaction papers.
Further, it requires the willingness to redesign the format of the classroom learning
experience. In our experience, there has been a clear, significant positive impact on
student engagement and comprehension of the core material in the microeconomic theory
- Infrastructure Requirements
- Time Requirements
- Structure of In-Class Exercises
- Group Structure
- Student Accountability
- Description of In-Class Exercises
- Estimating Demand Functions: Major League Baseball
- Pricing with Market Power: Major League Baseball Ticket Prices and Attendance
- Estimating Marginal Revenue Products: Pitchers in Major League Baseball
- Estimating Demand Elasticities
- Estimating Demand Elasticities