diff --git a/KMA M1/9. Taylorův polynom.md b/KMA M1/9. Taylorův polynom.md
index 343d997..42226e1 100644
--- a/KMA M1/9. Taylorův polynom.md	
+++ b/KMA M1/9. Taylorův polynom.md	
@@ -10,13 +10,15 @@ Taylorův polynom tedy bude vypadat následovně.
 - $T_{n}(x) = a_{0} + a_{1}(x-x_{0}) + a_{2}(x-x_{0})^2 + \dots + a_{n}(x-x_{0})^n$
 
 Platí tedy:
-$$\begin{matrix}
+$$
+\begin{matrix}
 f(x_{0}) = T_{n}(x_{0}) = a_{0} \\
 f'(x_{0}) = T_{n}'(x_{0}) = a_{1} \\
 f''(x_{0}) = T_{n}''(x_{0}) = 2a_{2} \\
 \vdots \\
 f^{(n)}(x_{0}) = T_{n}^{(n)}(x_{0}) = n! \, a_{n}
-\end{matrix}$$
+\end{matrix}
+$$
 
 ### Definice Taylorova polynomu