FREC 240 Quantitative Methods -- COURSE SYLLABUS
Fall, 2003: Tuesdays & Thursdays 11AM-12:15PM in Robinson 203

Instructor: John Mackenzie (johnmack@udel.edu)
Office: 215 Townsend Hall; 302-831-1312
Office Hours: Thursdays 1-2PM or by appointment.

Course Description: This course will train students in the basic quantitative (mathematical and statistical) methods of applied economics. It will introduce the specification and testing of economic hypotheses in linear models and develop the foundations of marginal analysis in calculus.

There is no textbook to buy. (There is no suitable math econ textbook for undergraduates, so Dr. Hyde, the regular instructor for this course, is taking a sabbatical to write one.) You must attend class regularly in order to keep up with the course material. I will give you handouts and frequent in-class and homework exercises. You must turn in your homeworks on time; late work will not be accepted.  Half of your course grade will be based on homework exercises; the other half on exams.  You are free to consult with me or other students on homework problems, but the homeworks are not group projects.  What you turn in must be your own work!

Tentative Class Schedule

Date Topic Homework
R 9/4  introduction; why math econ? review of basics; indices
T 9/9  review: linear demand; elasticities; market equilibrium; utility HW1
R 9/11  single-input production model

T 9/16  single-input production model, cont.
HW2
R 9/18  intro to linear regression

T 9/23  specification and interpretation of regression models
R 9/25  quadratic and polynomial functions in economics HW3
T 9/30  rates of change and tangency; derivative rules

R 10/2  applications of derivatives in economics

10  T 10/7  microcomputer lab session #1 / review problems
review problem set #1
11  R 10/9  microcomputer lab session #2 / review problems
review problem set answers
12  T 10/14  exam review session

13  R 10/16  EXAM #1 exam answers
14  T 10/21  unconstrained optimization--max profit, etc.

15  R 10/23  back-of-the-envelope analysis of US sugar policies
HW4
16  T 10/28  multivariate models and partial derivatives
17  R 10/30  intro to the Lagrangean

18  T 11/4  constrained optimization--min cost; max utility subject to budget, etc.
HW5
19  R 11/6  intro to matrices
20  T 11/11  matrix inversion HW6
21  R 11/13  catch-up session

22  T 11/18  intro to integrals
23  R 11/20  integrals and time horizons in economics; discounting HW7
24  T 11/25  exhaustible resources and Hotelling's rule

25  T 12/2  dynamic resource depletion model
HW8
26  R 12/4  exam review session

27  T 12/9  EXAM #2