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- \documentclass{article}
- \usepackage{mwe} % new package from Martin scharrer
- \usepackage{lipsum,caption,mathtools}
- \usepackage{comment}
- \usepackage{mdframed}
- \usepackage[dvipsnames*,svgnames]{xcolor}
- \includecomment{Answer}
- \mdfdefinestyle{mystyle}{leftmargin=0pt,%
- linecolor=Lavender,backgroundcolor=Ivory}
- \setlength{\parindent}{0in}
- \begin{document}
- \section*{Problem 1}
- \paragraph*{a) } Prove that donkeys can fly if and only if they have more arms than penguins. \medskip
- \begin{mdframed}[style=mystyle]
- \lipsum[1]
- %
- \begin{figure}[!htbp]
- \centering
- \includegraphics[width=3.0in]{example-image-a}
- \caption{Caption for image}
- \label{fig:some figure to accompany the answers}
- \end{figure}
- %
- \lipsum[2]
- Q.E.D
- \end{mdframed}
- \newpage
- \section*{Problem 2}
- \paragraph*{a) } If $(x+y)^2=99$ and $x^2+y^2 = 11$ what is $x\cdot y$? \medskip
- \begin{Answer}
- \begin{mdframed}[style=mystyle]
- \lipsum[2]
- \begin{align*}
- (x+y)^2 & = 99 \\
- x^2 + y^2 + 2x\cdot y & = 99 \\
- x\cdot y & = 44 \\
- \end{align*}
- \lipsum[3]
- Q.E.D
- \end{mdframed}
- \end{Answer}
- \medskip
- Now is it posible finding $x-y$ from the information above? \medskip
- \begin{Answer}
- \lipsum[6]
- Therefore it is not possible finding $x-y$ from the information given.
- \end{Answer}
- \end{document}
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