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\textbf{Module 4 Final Project\\Due 24$^{\text{th}}$ November 2008}
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Use the techniques that you have seen in the lectures to answer the
question asked by a direct calculation and by solving a differential model.\\

 Prepare a poster display of the problem and your group's
 solution. Presentation of the posters will be during lecture time on
 24$^{\text{th}}$ November in the MSC.\\

\noindent The poster should show the viewer, at least:
\begin{itemize}
\item A description of the physical context of the problem.
\item The data, and the selected interpolation function that fits the data.
\item An approximation of the solution using only the data given
\item One, or more, improved approximation of the solution using the
  interpolation function.
\item The best possible approximation (that Mathematica will allow)
  using the interpolation function. 
\item Derivation of a differential model of the quantities.
\item The solution of the differential model.
\end{itemize}
\noindent The quality of the posters should be sufficient to be
displayed at URCAS\\

At least one member of the group must stay with the poster during the
presenation to answer any questions about the group's work. Other
memebers of the group will view and evaluate the other posters on
display. At the end of the presenation the posters should be handed
to your professor, and by 5:00pm on Monday 24$^{\text{th}}$ November, the Mathematica
notebook(s) that your group used to solve the problem must be placed
attached to the assignment within Moodle.
