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Truth tables are related to Euler circles. Arguments in the form of Euler circles can be translated into statements using the basic connectives and the negation as follows:

Let p be gthe object belongs to set Ah. Let q be gthe object belongs to set Bh

All A is B is equivalent to p ¨ q
No A is B is equivalent to p ¨ ~ q
Some A is B is equivalent to p ĩ q
Some A is not B is equivalent to p ĩ ~ q

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