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\begin{tabular}{rll}
\multicolumn{3}{c}{\textbf{Math 126: Calculus II \hfill
Assignments\hfill Fall 1999}}\\
\hline
Aug. 25 & Introduction, Mathematica
	& \\
     27 & 6.1  Inverse Functions
        & \#1 p.454:2--16even,28,30,C53,C55\\
\hline
     30 & 6.2  Natural logarithms
        & \#2 p.465:4,6,16,18,28,40,48,52,54,56,58,70,C89,C90\\
Sept. 1 & 6.3  Exponential Function
        & \#3 p.472:10,12,20,30,34,38,42,50,62,68,C70\\
      3 & 6.4  $a^x$  and  $\log_a x$
        & \#4 p.481:12,14,34,40,44,48,56,62,76,80,C83,C84\\
\hline
      6 & 6.5  Growth and Decay
        & \#5 p.488:8,10,12,14,18,24,26\\
      8 & 6.6  L'Hopital's Rule
        & \#6 p.496:8,10,14,24,40,42,44,52,62,C71,C73\\
     10 & 6.7  Relative Rates of Growth
        & \#7 p.503:2--10even,18,C21\\
\hline
     13 & 6.8  Inverse Trig Functions
        & \#8 p.510:2--14even,34,36,42,44,C68\\
     15 & 6.9  Derivatives/Integrals of Inverse Trig
        & \#9 p.518:2,4,10,14,16,24,26,28,44,46,50,52,(C)87\\
     17 & 6.10 Hyperbolic Functions
        & \#10 p.525:2--18even,26,28,68,70,C89\\
\hline
     20 & 6.11 First Order Differential Equations
        & \#11 p.537:2--24even,36,38,40,46\\
     22 & 6.11 First Order Differential Equations
        & \\
     24 & 7.1  Basic Integration Formulas
        & \#12 p.560:2,8,20,24,26,40,44,50,56,58,82,84ab\\
\hline
     27 & 7.2  Integration by Parts
        & \#13 p.567:2--14even,22,28,30,32,C41\\
     29 & 7.3  Partial Fractions
        & \#14 p.576:2,8,10,16,18,20,22,26,30,34,38,C51\\
     30 & \emph{Exam I}
        & \\
Oct.  1 & 7.4  Trig Substitutions
        & \#15 p.582:2--12even,16,20,22,24,30\\
\hline
      4 & (7.5  Integral Tables and CAS)
        & \#16 p.591:2,8,16,20,24,34,54,62,72,109,110,111 (with Mma)\\
      6 & 7.6  Improper Integrals
        & \#17 p.603:2--12even,22,24,26,48,54,56,64,C92\\
      8 & 7.6 Limit Comparison Theorem (Start 8.1)
        & \\
\hline
     11 & 8.1  Limits of Sequences
        & \#18 p.619:2--16even,20,C56,C60,C62\\
     13 & 8.2  Theorems for Limits of Sequences
        & \#19 p.628:2--16even,20,22,24,28,30,34,38,44,C79\\
     15 & 8.3  Infinite Series
        & \#20 p.638:2--20even,24,32,34,42,48\\
\hline
 16--24 &\textbf{Midsemester Break} 
        & \\
\hline
     25 & 8.4  The Integral Test
        & \#21 p.643:2,4,6,16,20,24,26,28,32,C33\\
     27 & 8.5  Comparison Tests
        & \#22 p.649:2--12even,18,20,24,26,28,C41\\
     29 & 8.6  The Ratio and Root Tests
        & \#23 p.655:2--22even,32,40,42\\
\hline
Nov.  1 & 8.7  Alternating, Absolute and Conditional
        & \#24 p.661:2--20even,46,C50,C52\\
      3 & Review series/convergence tests
        & \\
      5 & 8.8  Power Series
        & \#25 p.671:2--22even,34,36,38,42,46\\
\hline
      8 & 8.8  Power Series8.9  Taylor and Maclaurin Series
        & \#26 p.677:2--28even,34,38\\
     10 & \emph{Review}
        & \\
     11 & \emph{Exam II}
        & \\
     12 & 8.10 Covergence of Taylor Series
        & \#27 p.686:2--18even,20,23,24,36,C61\\
\hline
     15 & 8.11  Applications of Power Series
        & \#28 p.697:2,4,6,18,22,37,38,43,44,48,50,56\\
     17 & 8.11 Applications of Power Series
        & \\
     19 & 9.1  Conic Sections
        & \#29 p.719:1--8,10,12,18,20,28,30,40,42,44,70,72,74\\
\hline
     22 & 9.3 Rotation of Axes
        & \#30 p.733:2--24even\\
     24 & 9.4  Parametrizations of Plane Curves
        & \#31 p.741:2,4,6,10,14,16,22,24,26,C44,C45,C47,C48\\
     25 & \emph{Thanksgiving}
        & \\
\hline
     29 & 9.5  Calculus with Parametrized Curves
        & \#32 p.749:2,4,8,10,16,18,26,C30,C55\\
Dec.  1 & 9.6  Polar Coordinates
        & \#33 p.755:2--12even,20,22,28,32,36,44,58,60\\
      3 & 9.7  Graphing in Polar Coordinates
        & (\#34 p.763:21--24,30,34,40,45--47,48ace---use Mma)\\
\hline
      6 & 9.9  Integration in Polar Coordinates
        & (\#35 p.775:2--12even,20,30)\\
      8 & \emph{Review}
        & \\
\hline
Thu. 16 &\emph{Final Exam} 1:45--3:45 OSHA 204 
        & \\
\hline
\end{tabular}

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