2. Translate the following statements into symbolic form using the following scheme of abbreviations: M: Gregory is moral; B: Gregory is beautiful; L: N is lucky 1) Either Gregory is moral and beautiful or Natalie is lucky. 2) If Gregory is moral or beautiful, then Natalie is lucky. 3) If and only if Gregory is neither beautiful nor moral is Natalie not lucky. 4) Gregory is not both moral and beautiful.

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A:

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Q: 3. Determine whether the following argument is a valid argument or a fallacy: p= ¬q,r = q, r F ¬p.

A:

Q: 4. Given a propositional logic sentence: E: (P and (Q or R)) or (if (P and (Q or R)) then (P and Q))…

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Q: 2. Determine whether the following argument is a valid argument or a fallacy: q = p, ¬q F q.

A: Solution