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Logisch-philosophische Abhandlung 6.241
- 6.241
-
So lautet der Beweis des Satzes 2×2=4:
(v)µ'x=v×µ'x Def.
2×2'x =
(2)2'x =
(2)1+1'x =
2'2'x =
1+1'1+1'x
= (')'(')'x =
''''x =
1+1+1+1'x =
4'x.
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Logisch-philosophische Abhandlung 6.241