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\title{Finite Mathematics}
\author{Homework 9}
\date{Due via Gradescope Friday, May 1, 2020 at 20:00}
\maketitle

\emph{Note:} The assignments are from the CNX online textbook by
Rupinder Sekhon.  In each section, some problems have given
solutions.  You can treat them like the (*) problems on the previous
homework sets to test your understanding and to practice.

\begin{enumerate}

\item Chapter 16, all unanswered questions from 
\href{https://cnx.org/contents/8c-1jjEY@5.1:Kgn3UVf9@1/More-Probability-Homework#id1165756644664}{Problems
7--12} of ``Expected value''

\item Chapter 16, all unanswered questions from
\href{https://cnx.org/contents/8c-1jjEY@5.1:Kgn3UVf9@1/More-Probability-Homework#id1165756923979}{Problems
1--6} of ``Probability using tree diagrams''.  \emph{Note}: tree
diagrams may help illustrate these problems, but it is not required to
use them.

\item Chapter 18, all unanswered questions from
\href{https://cnx.org/contents/8c-1jjEY@5.1:MjhEi8j2@1/Markov-Chains-Homework#id1171273137901}{``Markov
chains''}.

\item Chapter 18, all unanswered questions from
\href{https://cnx.org/contents/8c-1jjEY@5.1:MjhEi8j2@1/Markov-Chains-Homework#id1171276773392}{``Regular
Markov
chains''}.

\item Chapter 18, Problems 2 and 6 from
\href{https://cnx.org/contents/8c-1jjEY@5.1:MjhEi8j2@1/Markov-Chains-Homework#id3400867}{``Absorbing
Markov chains''}.  Use the problems with given solutions as warm-up.
For Problem~2, assume that each player has a 50\% chance of winning.






\end{enumerate}
\end{document}
