Argument — definition?
A set of premises supporting a conclusion.
Premise — role?
Provides support or reasons for the conclusion.
Conclusion — purpose?
Main claim that premises aim to establish.
Structure of argument — function?
Organizes premises leading to a conclusion.
Argumentation — activity?
Exchanging reasons to support or challenge claims.
Indicator words — examples?
Therefore, thus, hence, consequently, as a result.
Proposition — true or false?
A statement that can be evaluated for truth.
Claim — type of proposition?
An assertion that can be true or false.
Premise vs claim — difference?
Premise supports a claim; claim is an assertion.
Conclusion — in arguments?
The main point supported by premises.
Propositions — expressed as?
Declarative sentences with truth value.
Deductive reasoning — mechanism?
Derives conclusions that necessarily follow from premises.
Guarantee of truth — in deduction?
Conclusion must be true if premises are true and argument valid.
Validity — in deduction?
Structural correctness ensuring conclusion follows from premises.
Inductive reasoning — mechanism?
Infers broad conclusions from specific evidence.
Probabilistic support — in induction?
Conclusions are likely but not certain.
Hume’s problem of induction — challenge?
Justifying belief that future resembles past is unjustified.
Necessary condition — example?
Oxygen is necessary for combustion.
Sufficient condition — example?
Hitting a target is sufficient for a shot.
Propositional logic — symbols?
¬, ∧, ∨, →, ↔ represent logical connectives.
Evaluating evidence — focus?
Source reliability, content, context, methodology.
Formal fallacy — definition?
Invalid logical structure regardless of content.
Valid argument form — guarantee?
Conclusion necessarily follows if premises are true.
Formal fallacies — examples?
Affirming the consequent, denying the antecedent.
Testez vos connaissances avec un QCM de 12 questions sur Critical Thinking Foundations.
1. What is the 'structure of an argument' primarily understood as?
2. Who is the author cited for defining propositions as statements that can be evaluated for truth or falsity?
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