Test #1 Flashcards
Critical Thinking
System evaluation of beliefs by rational standards
Arguments
Group of statements, support conclusion. String of assertions
Premise
Statement given in support of conclusion in argument
For, since, because
Conclusion
Statement that premises support in argument
So, therefore, thus
Inference
Process of moving from premises to conclusion
Explanation
Statements intended to tell why/how something is the case
Assertion
Truth-apt
Express proposition= way world MAY be
Building blocks of arguments
Conditional proposition
If p then q
Negation
Not p
Conjunction
P and Q
Disjunction
P or Q
Sentence types
Statements and assertions
Questions
Imperatives and commands
Exclamations
When 2 premises are true
Conclusion follows necessarily
Deductive arguments
Argument intended to provide logically conclusive support for its conclusion
Truth preserving
Valid or invalid
Validity
Follows formal logic, succeeds in providing conclusive support for conclusion
Soundedness
True premises and valid logic
Guarantees truth of conclusion
Inductive argument
An argument in which premises are intended to provide probable
Not truth preserving
Generalize in basis of our experience
Strong
Abductive argument
Inference to best explanation (IBE)
Observation premise and then consider best explanation
Strong
Succeeds in providing probable, but not conclusive
Support for its conclusion
Weak
An inductive argument that fails to provide strong support for its conclusion
Cogent
Strong inductive argument with all true premises
Explanation vs argument
Why x is the case vs. Whether X is the case
Why use inductive and abductive reasoning?
Ampliative forms of reasoning. Add new info
Antecedent
First part of conditional statement
Consequent
Second part of conditional statement
Modus ponens
Affirming the antecedent
If p then q
P
Therefore q
Modus tollens
Denying the consequent
If p then q
Not q
Therefore not p
Hypothetical syllogism
Valid argument made up of three hypothetical/conditional statements
If p then q
If q then r
Therefore is p then r