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\title{Engineering and Science Mathematics I}
\author{Review for Midterm II}
\date{on November 11, 2002}
\maketitle


\begin{enumerate}
\item Curve sketching: Given a function, find
\begin{enumerate}
\item Domain
\item Vertical Asymptotes
\item Horizontal Asymptotes
\item Extrema
\item Points of Inflection
\end{enumerate}
Use all this information to sketch the graph.

\item Use integration to compute the area under a curve or the area
between two curves.

\item Techniques of Integration (Chapter 9): The most important as
well as difficult aspect of integration is to spot which strategy is
going to be successful.  On the exam you will not be told which method
to use, so recommended practice material are the Chapter 9
Miscellaneous Problems on page 563.

All integration problems on the exam will be taken literally from
pages 563--566.

\item Volume computations: Volume by method of cross section and
volume by method of cylindrical shells will be on the exam.
\end{enumerate}

Exam rules:
\begin{itemize}
\item No notes and calculators.
\item Paper will be supplied.
\item Please leave the 3rd and 6th row in the lecture hall free.
\end{itemize}


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