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\begin{tabular}{rll}
\multicolumn{3}{c}{\textbf{Math 225: Caclulus II \hfill Fall 2002}} \\
\hline
Aug  28 & 13.1--2 3D Coordinates, Vectors
        & \hspace*{2in} \\
     30 & 13.3 Dot Product
        & \\
\hline
Sep   2 & 13.4 Cross Product
        & \\
      4 & 13.5 Lines, Planes
        & \\
      5 & \textbf{Quiz 1} (Snow)\\
      8 & 13.5 Planes
        & \\
\hline
      9 & 14.1 Vector Functions, Space Curves
        & \\
     11 & 14.2 Derivatives, Integrals
        & \\
     12 & \textbf{Quiz 2} (Hind)\\
     13 & 14.3 Arc Length (Skip Curvature)
        & \\
\hline
     16 & 14.4 Motion in Space
        & \\
     18 & 15.1--2 Functions of Several Variables, Limits
        & \\
     19 & \textbf{Quiz 3} (Nicholls)\\
     20 & 15.2--3 Continuity, Partial Derivatives
        & \\
\hline
     23 & 15.3 Partial Derivatives
        & \\
     25 & 15.5 Chain Rule
        & \\
     26 & \textbf{Quiz 4} (Byers)\\
     27 & 15.6 Directional Derivatives, Gradients
        & \\
\hline
     30 & 15.6 Tangent Planes, Normal Lines \& \emph{Review}
        & \\
Oct   1 & \textbf{Exam I}\\
      2 & 15.7 Maxima, Minima, Saddle Points
        & \\
      4 & 15.7 Maxima, Minima, Saddle Points
        & \\
\hline
      7 & 15.8 Lagrange Multipliers
        & \\
      9 & 15.8 Two Constraints
        & \\
     10 & \textbf{Quiz 5} (Snow)\\
     11 & 16.1--2 Double Integrals over Rectangles
        & \\
\hline
     14 & 16.2--3 Double Integrals over General Regions
        & \\
     16 & 16.3--4 Double Integrals over General Regions 
        & \\
     17 & \textbf{Quiz 6} (Hind)\\
     18 & 16.4 Double Integrals in Polar Form
        & \\
\hline
 19--27 & \emph{Mid-semester Break}\\
\hline
     28 & 16.5--6 Moments, Centers, Areas
        & \\
     30 & 16.7 Triple Integrals
        & \\
     31 & \textbf{Quiz 7} (Nicholls)\\
Nov   1 & 16.8 Triple Integrals in Cylindrical
        & \\
\hline
      4 & 16.8 Triple Integrals in Spherical
        & \\
      6 & 16.9 Change of Variables in Multiple Integrals
        & \\
      7 & \textbf{Quiz 8} (Byers)\\
      8 & 17.2 Line Integrals of Functions
        & \\
\hline
     11 & \emph{Review}
        & \\
     12 & \textbf{Exam II}\\
     13 & 17.1--2 Vectors Fields, Line Integrals 
        & \\
     15 & 17.3 Fundamental Theorem of Line Integrals
        & \\
\hline
     18 & 17.4 Green's Theorem
        & \\
     20 & 17.5 Curl, Divergence
        & \\
     21 & \textbf{Quiz 9} (Snow)\\
     22 & 17.6 Parametric Surfaces
        & \\
\hline
     25 & 17.6 Tangent Planes, Area
        & \\
     27 & 17.7 Surface Integrals
        & \\
  28--1 & \emph{Thanksgiving Holiday}\\
\hline
Dec   2 & 17.7 Flux Integrals
        & \\
      4 & 17.8 Stokes' Theorem
        & \\
      5 & \textbf{Quiz 10} (Hind)\\
      6 & 17.8--9 Stokes', Divergence Theorem
        & \\
\hline
      9 & 17.9 Divergence Theorem
        & \\
     11 & \emph{Review}
        & \\
\hline
Dec  17 & \textbf{Final Exam} 1:45--3:45 P.M.\\ \hline
\end{tabular}

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