\thispagestyle{empty}
\section*{Schedule for Module 3}
\noindent\begin{tabular}{|c|c|c|}
\hline
Date & 
Lecture 
& 
 Assignment \\\hline
%
%
Mon 6$^{\text{th}}$ Oct &
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
          \textbf{Problem 1:} Selecting and Fitting a Model } \rule[-20pt]{0pt}{20pt}
&
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
    \textbf{Homework 1:} See Moodle for description.\\
Prepare for the Module 2 Test.       }\rule[-20pt]{0pt}{20pt}\\\hline
%
%
Wed 8$^{\text{th}}$ Oct & 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
     \textbf{Problem 1:} Optimizing the Model}\rule[-20pt]{0pt}{20pt}
 &
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
Prepare for the Module 2 Test.    }\rule[-20pt]{0pt}{20pt}
\\\hline
%
%
Fri 10$^{\text{th}}$ Oct  & 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
 Module 2 Test}\rule[-20pt]{0pt}{20pt}
& \\\hline
%
%
Mon 13$^{\text{th}}$ Oct & 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
    Finding and classifying critical points}\rule[-20pt]{0pt}{20pt}
& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
    \textbf{Homework 2:}\\
\textbf{Sec 2.3:} 1, 5, 7, 8$^*$\\
\textbf{Sec 4.3:} 27, 28$^*$\\
\textbf{Supplimentary Problems:} See page~\pageref{p1hw1} below}\rule[-20pt]{0pt}{20pt}\\\hline
%
%
Wed 15$^{\text{th}}$ Oct & 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
 \textbf{Problem 2:} Finding the best $mx+b$ model for data}\rule[-20pt]{0pt}{20pt}
& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
\textbf{Homework 3:} See page~\pageref{p2hw1} below}\rule[-20pt]{0pt}{20pt}
\\\hline
%
%
Fri 17$^{\text{th}}$ Oct& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
 \textbf{Problem 3:} Selecting the Model and Objective Function}\rule[-20pt]{0pt}{20pt}
& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
Read your project description, look up the research paper, read the abstract, and find the table from which your data was taken.}\rule[-20pt]{0pt}{20pt}
\\\hline
%
%
Wed 22$^{\text{nd}}$ Oct & 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
 \textbf{Problem 3:} Optimizing the Model}\rule[-20pt]{0pt}{20pt}
& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
Work on your projects}\rule[-20pt]{0pt}{20pt}
\\\hline
%
%
Fri 24$^{\text{th}}$ Oct & 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
 Multiple Variable Functions and Partial Derivatives}\rule[-20pt]{0pt}{20pt}
& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
\textbf{Homework 4:}\\
\textbf{Sec 7.2:} 2$^*$, 3, 5, 7, 12$^*$, 13, 14$^*$, 21, 22$^*$}\rule[-20pt]{0pt}{20pt}
\\\hline
%
%
Mon 27$^{\text{th}}$ Oct& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
\textbf{Problem 4:} Working with other multiple parameter models}\rule[-20pt]{0pt}{20pt}
& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
   
\textbf{Homework 5:} See page~\pageref{p4hw1} below.}\rule[-20pt]{0pt}{20pt}
\\\hline
%
%
Mon 3$^{\text{rd}}$ Nov& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
Presentation of Module 3 Projects}\rule[-20pt]{0pt}{20pt}
& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
}\rule[-20pt]{0pt}{20pt}
\\\hline
%
%
Wed 5$^{\text{th}}$ Nov & 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
Presentation of Module 3 Projects}\rule[-20pt]{0pt}{20pt}
& 
\parbox{0.35\textwidth}{\rule{0pt}{16pt}%
}\rule[-20pt]{0pt}{20pt}
\\\hline
\end{tabular}
