\documentclass[minion]{homework}
\begin{document}
\doclabel{Math 617: Homework 1}
\docdate{Due: January 25, 2012}
\begin{aproblems}
\hproblem D\&M 3.10
\hproblem State and prove a version of the previous problem
that holds for real inner product spaces.
\hproblem D\&M 3.13
\hproblem Suppose $x>0$ and $0<\theta<1$.  Show that
\[
x^\theta\le \theta x + (1-\theta)
\]
with equality if and only if $x=1$.
\hproblem D\&M 1.12
\hproblem D\&M 1.21
\end{aproblems}
\end{document}