Full text: Abstrakte Geometrie

Art. 125—126. 
117 
126. Satz: Die Addition 123 der Würfe ist assoziativ (s. Fig.). 
Beweis: Es sei 
(D, Fj X AqA^) = p) ( Qi AiA 0 A X ) = (jf, {1\L x A q A^) = v, 
s' = ([¿XP 2 ] [A öl]), T' - (CAPJ [^PxD 
s 2 = ([A Al [££']), A = (LA Al 
ebenso 
Ä", A IV auf [A^] und [A 0 U r \ resp. |yi 0 7']. 
Dann stimmt die Figur P 2 A i A 3 S r T'S 2 T i U V mit der Figur
	        
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