1. [(q V p) ^ -p] → q 2. [(a → p) ^ -p] → ¬q 3. [(s → m) A s] → m

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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E. Determine if the following form of an argument is valid or not. If the given standard form is in one of the common forms of valid and invalid arguments discussed in class, indicate the law or fallacy used for each. Copy each given on your answer sheet and then, write valid or invalid and state the law or fallacy that will support your answer.

 

1. [(q V p) ^ -p] → q
4. [(j → y) ^ ¬j] → ¬y
2. [(a → p) ^ -p] → ¬q
5. [(c V u) Ac] → u
3. [(s → m) A s] → m
6. [(b → e) ^ e] → b
Transcribed Image Text:1. [(q V p) ^ -p] → q 4. [(j → y) ^ ¬j] → ¬y 2. [(a → p) ^ -p] → ¬q 5. [(c V u) Ac] → u 3. [(s → m) A s] → m 6. [(b → e) ^ e] → b
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