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3 cards from this section. Quick, good the night before a test.
Define what a premise is in logical arguments.
Think about what supports a conclusion.
What does negating a statement do?
What happens if you say 'It is not true'?
What is the purpose of negating a conclusion during resolution?
What are we trying to prove by doing this?
If all premises are true and the conclusion is false, what can we say about the argument?
Consider the logical relationship between premises and conclusions.
Given premises A → B, B → C, and C → D, is the conclusion A → D valid? Use resolution to demonstrate.
Break down each step using your clauses.
In a complex argument with multiple premises, identify how resolution can simplify the analysis of the validity of the conclusion.
Focus on pairings that eliminate variables.
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