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Unformatted text preview: Quantiﬁers:
Table 1 on Page 34 Statement ∀xP (x) When True? P (x) is true for every x. When False? There is an x for which P (x) is false. ∃x(¬P (x)) ∃xP (x) There is an x for which P (x) is true. P (x) is false for every x. ∀x(¬P (x)) ...
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This note was uploaded on 04/06/2010 for the course LAPS MATH 1190 taught by Professor Adachan during the Spring '10 term at York University.
- Spring '10