1.2- Recognizing Arguments Flashcards
When does a passage contain an argument?
Contains an argument when it purports to prove something.
What two conditions must be fulfilled for a passage to purport to prove something?
1) At least one of the statements must provide evidence or reasons (premises)
2) There must be a claim for which the evidence or reasons are offered (conclusion).
What are Typical Nonarguments?
Warnings, Pieces of Advice, Statements of Belief or Opinion, Loosely Associated Statements, a Report, Expository Passages, Illustrations, Conditional Statements.
Warnings
Behavior modification but no evidence. This can be turned into an argument, but it is not one on its own.
Pieces of Advice
Also behavior modification, but no evidence. (Unless they provide reason, then it would be an argument).
Statements of Belief or Opinion
No evidence for what the speaker thinks.
Loosely Associated Statements
Statements on a topic, but where nothing follows from something else, no inferential relationship.
A Report
A group of statements that conveys information about a situation or event, doesn’t claim to prove anything. (There are no inferential statements to be drawn within the writing).
Expository Passages
No proof of the topic sentence, the author merely tries to develop or expand it. Expands on something that is not really a debate. Comes down to the intentions of the author.
Illustration
Statements given about specific instances to exemplify a certain subject or thing. “For example…”
Conditional Statements
“If… then…” statement. Often a component of an argument.
What is the summary of the relationship between conditional statements and arguments?
1) A single conditional statement is not an argument.
2) A conditional statement may serve as either a premise or conclusion of an argument.
3) The inferential content of a conditional statement may be re-expressed in the form of an argument.
Sufficient Condition
If A, then B. A= Sufficient condition for event B where event A is all that is required for teh occurrence of event B.
Necessary Condition
If A, then B. B= Necessary condition for event A where event A cannot occur without the occurrence of B.
What are the two distinct components of an explanation?
Explanandum and explanans.