Let p and q be two propositions defined as follows:
p: Nick is winning the game.
q: Nick is cheering.
Translate the following sentence into propositional logic: Nick is neither winning the game nor cheering
I think its this : -p v -q
but I'm not sure, can someone explain?
Help with propositional logic?
2015-09-15 6:34 am
回答 (2)
2015-09-15 7:48 am
✔ 最佳答案
Let p' = not p , q' = not q Nick is neither winning the game nor cheering
= p' Λ q'
= ( p v q )' , by the DeMorgan's Laws
Ans: p' Λ q'
or ( p v q )'
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2015-09-15 7:35 am
Let p' = not p , q' = not q
Nick is neither winning the game nor cheering
= p' Λ q'
= ( p v q )' , by the DeMorgan's Laws
Ans: p' Λ q'
or ( p v q )'
Nick is neither winning the game nor cheering
= p' Λ q'
= ( p v q )' , by the DeMorgan's Laws
Ans: p' Λ q'
or ( p v q )'
收錄日期: 2021-05-02 14:08:15
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