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Fix typo #1

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2 changes: 1 addition & 1 deletion pages/writing/blog/calc_squeeze/index.md
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Expand Up @@ -84,7 +84,7 @@ Since $x$ is positive in this case, we can replace it with $|x|$ wherever we wan
\begin{align}
-|x| \leq x\sin(x) \leq |x|.
\end{align}
If that last step confused you, try to explain it to yourself: why does $-x \leq x\sin(x) \leq x$ imply that $-|x| x\leq \sin(x) \leq |x|$ when $x \geq 0$? If you're wondering why we use $|x|$ at all, read through the next case.
If that last step confused you, try to explain it to yourself: why does $-x \leq x\sin(x) \leq x$ imply that $-|x| \leq x\sin(x) \leq |x|$ when $x \geq 0$? If you're wondering why we use $|x|$ at all, read through the next case.
@@

@@revindentparagraph \thmtitle{Case 2}{($x < 0$)}  If $x < 0$, then we need to flip the inequalities:
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