Task 4 - Reasoning Flashcards
Inductive Reasoning
- Forming generalisations (which may be probable but not certain) from examples (specific –> general)
- Conclusion can contain new information
- -> Inductive strength – argument has strength if it is improbable (not impossible) for the premises to be true & the conclusion to be false
- Probable truth
Analogical reasoning
in which an individual tries to solve a current problem by retrieving information about a similar problem that was successfully solved in the past
Hypothesis Testing
2-4-6 Task (Wason)
- people are given a bunch of numbers and they have to determine the rule only by offering examples, not by asking direct questions about the rule
- confirmation bias – (fallacy of affirming the the consequent)
Deductive Reasoning
general –> specific
- Conclusion represents info that was already implicit in the premises (no new info added)
- Allows us to draw conclusions that are definitely valid, assuming that premises are true
Deductive validity
argument valid only if it is impossible for the premises to be true and the conclusion to be false
– When premises are true and you reason according to logical principles, your conclusion cannot be wrong
Types of Deductive Reasoning
- Propositional
2. Syllogitic
Proposition
claim that can be either true or false
compound propositions
more complicated propositions formed by using logical connectives
Modus ponen
if A, then B and A is given then we can validly infer B
Modus tollens
if A then B and we know B is false we know A is as well
Denying the antecedent
fallacy in which the info that the antecedent isn’t true leads to the conclusion that the consequence isn’t either
Affirming the consequent
fallacy in which the consequence is thought to be true because the antecedent is said to be true
Wason’s selection task
must affirm modus ponies and pollens
Categorical syllogism
3 premises that deal with classes of entities (include quantifiers)
premises
propositions about which arguments are made