deletions | additions       diff --git a/ratio.tex b/ratio.tex  index ea30758..a18a3b7 100644  --- a/ratio.tex  +++ b/ratio.tex 
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\:&=\:\left|\:\frac{9}{4}\:\right| \\[1em]  L\:&=\:\left[\:\frac{9}{4}\:\right] \\[1em]  \end{align}  If $L < 1$ : $S$ Converges\\  \vspace{1em}   If $L > 1$ or $\infty$: $S$ Diverges \\  \vspace{1em}   If $L = 1$: S Inconclusive \\  \vspace{1em}  Using the above answer, we know that $S$ \\  \vspace{1em}  $L=\frac{9}{4} > 1$ : $S$ Diverges \\  \end{document}