1. Consider the argument: Premise 1: p q Premise 2: -r Premise 3: q vr Conclusion:...

 

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1. Consider the argument: Premise 1: p→ q Premise 2: -r Premise 3: q vr Conclusion: r Write the above argument in its symbolic statement form. A. {[(p→qn -r )A (qvr)]} →r B. p → [lg n-r)^ (qvr)] →r} C. {(p→ q)A [(-raq) vr ]} →r D. {[(pq)A -r]^(qvr)}→r 2. Consider the conditional statement, "If 3 is not an even integer, then the square root of 4 is even". Which type of transformation of the conditional statement is the statement," If 3 is an even integer, then the square root of 4 is not even"? A. Inverse B. Contrapositive C. Converse D. Contradiction TVERSI 1. Consider the argument: Premise 1: p→ q Premise 2: -r Premise 3: q vr Conclusion: r Write the above argument in its symbolic statement form. A. {[(p→qn -r )A (qvr)]} →r B. p → [lg n-r)^ (qvr)] →r} C. {(p→ q)A [(-raq) vr ]} →r D. {[(pq)A -r]^(qvr)}→r 2. Consider the conditional statement, "If 3 is not an even integer, then the square root of 4 is even". Which type of transformation of the conditional statement is the statement," If 3 is an even integer, then the square root of 4 is not even"? A. Inverse B. Contrapositive C. Converse D. Contradiction TVERSI