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6 (¬h(y) ∨ ¬s(y)) ∨ m(y)  _ _ _ _ _ _ _ _ _ _ *G.E.:PremisaAP1TP1:RFP6:TP25b:E.U.:MP:TP3:TC13:TP23a:AC12345678910

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6 (¬h(y) ∨ ¬s(y)) ∨ m(y)  _ _ _ _ _ _ _ _ _ _ *G.E.:PremisaAP1TP1:RFP6:TP25b:E.U.:MP:TP3:TC13:TP23a:AC12345678910

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I'm sorry, but the text you provided seems to be a mix of logical symbols and some sort of notation or code, which I'm unable to interpret without further context. Could you please provide more information or clarify your question?

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1) Generate the truth table for this set of logical expressions.∨ ⊃where indicates ‘or’ operation, • indicates an ‘and’ operation, indicates and ‘if-then’ relationship, and ≡ indicates ‘if and only if’ relationship.∼ ⊃a) ( Y (A • X))

Required informationSkip to questionNOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part.Identify the output of the given truth table of the given compound proposition.p → (¬q ∨ r) p q r ¬q ¬q ∨ rT T T F TT T F F FT F T T TT F F T TF T T F TF T F F FF F T T TF F F T T Multiple Choicep → (¬q ∨ r)TFTTTFTF p → (¬q ∨ r)TFTTTTTT p → (¬q ∨ r)TFFTTTTF p → (¬q ∨ r)TTTTTFFT

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