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Man bestimme <math>G_1 \cap G_2</math> und <math>G_1 \cup G_2</math>:  
 
Man bestimme <math>G_1 \cap G_2</math> und <math>G_1 \cup G_2</math>:  
   −
<math>G_1: V(G_1) = \{1, 2, ..., 8\}, E(G_1) = \{\langle x, y \rangle | x teilt y, x < y\}</math>  
+
<math>G_1: V(G_1) = \{1, 2, ..., 8\}, E(G_1) = \{\langle x, y \rangle | x teilt <, x < y\}</math>  
    
<math>G_2: V(G_2) = \{1, 2, ..., 5\}, E(G_2) = \{\langle x, y  \rangle | x < y <= x + 3\}</math>
 
<math>G_2: V(G_2) = \{1, 2, ..., 5\}, E(G_2) = \{\langle x, y  \rangle | x < y <= x + 3\}</math>
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