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\begin{tabular}{rll}
\multicolumn{3}{c}{\textbf{MATH 366, Honor Analysis II \qquad
\hfill Spring 2001}}\\
\hline
Jan  17  & 3.1--2 Limit, Sup, Inf, Open Sets
         & \#1 Read Chapters 1--4, Skim 5,6\\
     19  & 3.2 Closed Sets
         & \\
\hline
     22  & 3.3 Compact Sets, Cauchy Sequences
         & \\
     24  & 4.1--2 Continuous Functions
         & \#2 Read 7.1--2\\
     26  & 7.3 Uniform Convergence
         & \#3 p.274:3,5,11,13a\\
\hline
     29  & 7.3 Uniform Convergence
         & \\
     31  & 7.4 Power Series
         & \#4 p.294:1--8,10,11\\
Feb   2  & 7.4 Power Series
         & \emph{Quiz 1}\\
\hline
      5  & 7.5 Approximation by Polynomials
         & \#5 p.307:1,2,3,6,13,15\\
      7  & 7.5 Approximation by Polynomials
         & \\
      9  & 7.5 Approximation by Polynomials
         & \\
\hline
      9  & 7.6 Equicontinuity
         & \#6 p.314:1,2,4--7\\
     12  & 7.6 Equicontinuity
         & \\
     14  & 9.1 Structures on Euclidean Space
         & \emph{Quiz 2}\\
\hline
     19  & 9.1 Structures on Euclidean Space
         & \#7 p.366:1--5,9,11--12,15\\
     21  & 9.2 Topology of Metric Spaces
         & \#8 p.384:1,2,3,5,8,10,13,17\\
     23  & 9.2 Topology of Metric Spaces
         & \\
\hline
     26  & 9.2 Topology of Metric Spaces
         & \\
     28  & 9.2 Topology of Metric Spaces
         & \\
Mar   2  & 9.2 Topology of Metric Spaces
         & \emph{Quiz 3}\\
\hline
      5  & 9.3 Functions on Metric Spaces
         & \#9 p.409:1--3,8--10,15--17,21,26,31,32\\
      7  & 9.3 Functions on Metric Spaces
         & \\
      9  & \emph{Midterm Exam} \\
\hline
 10--18  & \emph{Midsemester Break}\\
\hline
     19  & 9.3 Functions on Metric Spaces
         & \\
     21  & 9.3 Functions on Metric Spaces
         & \\
     23  & 11.1 ODE: Existence and Uniqueness 
         & \#10 p.483:1,2; LN p.63:1--3\\
\hline
     26  & 11.1 ODE: Existence and Uniqueness 
         & \\
     28  & 11.1 ODE: Existence and Uniqueness 
         & \\
     30  & 11.1 ODE: Existence and Uniqueness 
         & \emph{Quiz 4}\\
\hline
Apr   2  & 13.1 Implicit Function Theorem
         & \#11 p.580: 4; p.600:2; LN p.79:1--3\\
      4  & 13.1 Implicit Function Theorem
         & \\
      6  & 13.1 Implicit Function Theorem
         & \\
\hline
      9  & 13.1 Implicit Function Theorem
         & \\
     11  & 13.2 Curves and Surfaces
         & \\
     13  & \emph{Easter Holiday}\\
\hline
     16  & \emph{Easter Holiday}\\
     18  & 14.1 Lebesgue Measure
         & \#12 p.641: 2,5--8,10,11,15; p.654:4,5\\
     20  & 14.1 Lebesgue Measure
         & \emph{Quiz 5}\\
\hline
     23  & 14.1 Lebesgue Measure
         & \\
     25  & 14.2.3 Hausdorff Measure/Dimension
         & \\
     27  & 14.3 Lebesgue Integral
         & (\#13 p.668: 9, LN p.99: Prove Thm 12.9)\\
\hline
     30  & 14.3 Lebesgue Integral
         & \\
May   2  & 14.3 Lebesgue Integral
         & \\
   3--4  & \emph{Study Days}\\
\hline
May  11  & \emph{Final Exam, 8:00--10:00 A.M.}\\
\hline
\end{tabular}

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