\documentclass[12pt]{article}
\hoffset=-1.025in %1.0in at left if 12pt
%\hoffset=-0.525in %1.0in at left if 12pt
\voffset=-0.900in %1.0in at top if 12pt
\setlength{\textwidth}{7.5in}
%\setlength{\textwidth}{6.5in}
\setlength{\textheight}{9.0in}
\thispagestyle{empty}
\newcommand{\B}{\bfseries\Huge}
\newcommand{\bfL}{\bfseries\LARGE}
\newcommand{\I}{\itshape\Huge}
\newcommand{\MB}[1]{\mbox{\B #1}}
\newcommand{\ML}[1]{\mbox{\bfL #1}}
\newcommand{\LC}{\mathcal{L}}
\newcommand{\LCI}{\mathcal{L}^{\MB{-1}}}
\begin{document}
{\LARGE
\begin{center}
MATH 220 E1 ~~~~~~ QUIZ \#11  ~~~~~  (20 points)\\*[1em]
(12 minutes, 02 April 1999, 8.2,8.3,7.5 (var. coeff.)
\end{center}
NAME:
\\*[0.5em]
SOCIAL SECURITY NUMBER (SSN):
\\*[0.5em]
DISCUSSION TIME AND DAY (DT\&D):
\\*[1.5em]
{\B 1. Find at least the first 5 nonzero terms  in a power series expansion 
about $x = 0$ for the general solution of the IVP:}
\\*[2em]
{\B \hspace*{2em}\boldmath{$y^{\prime\prime}(x)+3 x y^{\prime}(x)-y(x) = 0$}
\\*[1em]
\hspace*{2.5em}\boldmath{$y(0)=5;~~ y^{\prime}(0)=2;$}\\*[2em]}
{\I\{Hint:  Start with enough terms to end up with the first 5 nonzero terms
counting the constant term, adding more terms when necessary.  
Recall Ex. 8.3.25.\}}
}%endsize
%\vfill
\end{document}

