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dZeus: It's from a (generic) question, with no statemnt given to be represented by P. The question is:
Rewrite each of tge following statements so that negations only appear within predicates (that is, so that no negation is outside a quantifier or an expression involving logical connectives).
a) ...
b) ...
c) ...
d) ...
e) The one given above!
Lady, people aren't chocolates. Do you know what they are mostly? Bastards. Bastard coated bastards with bastard filling. But I don't find them half as annoying as I find naive, bubble-headed optimists who walk around vomiting sunshine. -- Dr. Perry Cox
Thats at least slightly wrong, but I can't remember the laws for negating the existential and universal quantifiers properly. If you could post them I could probably give the right answer (I found this stuff really easy, but all of 6 months later I can't remember the rules )
Steve, I believe you have sinned, cos I've never had such a tan from Southend-on-sea
And Raptor, my friends find that easy too, but I just don't have a clue - don't know what it is, I mean I consider myself fairly competent in computing and maths, but combining the two in this abstract POS just loses me! Ok, don't get me started!
PS: The lecturer wears (wArEz?) poofy red trousers (apologies to any poofs or red trouser wearers - but not to a combination )
Off Topic Translation For Future Super Stallions?
Other Types Tried Friendly For Solid Security?
Old Tires Thread Further Fired Super Stars?
Over The Top Fire Flies Sharing Sex?
Often Tried Tigers Flying Funny Sexual Superloops?
Orange Threads Tearing Furry Furies Sadly Somewhere?
Orbital Type Things Fly Flipping (in the) Sun Shine?
Ominous Typos Type Furiously For Saving Spike?
Pace - its odd that everyone you know finds that stuff easy, because all my mates thought it was impossible
I've got a feeling that the above answer could be right, I was getting confused with skolemising and thought there should be some constant appearing somewhere
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