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2 cards from this section. Quick, good the night before a test.
What is a premise in propositional logic?
It comes before the conclusion.
Define Modus Ponens in your own words.
Think 'If this happens, then that happens.'
If you know p → q and p is true, what can you conclude?
It's a direct result of the rule.
True or False: Modus Tollens states if p and ¬q, then you can conclude ¬p.
Revisit the definition of the rule.
Create a logical argument using at least three premises and illustrate its validity using both Modus Ponens and Modus Tollens.
Build step by step, ensuring each premise connects logically.
Draft an argument containing a logical fallacy and explain why it fails.
Identify an alternate scenario where your conclusion could still be untrue.
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