[Analysis] More Linear Algebra

semester3/analysis-ii/cheat-sheet-rb/parts/03_diffeq_sol.tex

@@ -118,11 +118,7 @@ If $f(x)$ is replaced by $h(y) = f(g(y))$, then $h$ is a sol. too.\\
 \end{footnotesize}
 
 \begin{subbox}{Separation of Variables}
-    Form:
-    $$
-    y' = a(y)\cdot b(x)
-    $$
-    Solve using:
+    \smalltext{Form: $ y' = a(y)\cdot b(x) $}
     $$
     \int \frac{1}{a(y)}\ \text{d}y = \int b(x) \dx + c
     $$