1.2- Recognizing Arguments Flashcards

1
Q

When does a passage contain an argument?

A

Contains an argument when it purports to prove something.

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2
Q

What two conditions must be fulfilled for a passage to purport to prove something?

A

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).

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3
Q

What are Typical Nonarguments?

A

Warnings, Pieces of Advice, Statements of Belief or Opinion, Loosely Associated Statements, a Report, Expository Passages, Illustrations, Conditional Statements.

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4
Q

Warnings

A

Behavior modification but no evidence. This can be turned into an argument, but it is not one on its own.

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5
Q

Pieces of Advice

A

Also behavior modification, but no evidence. (Unless they provide reason, then it would be an argument).

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6
Q

Statements of Belief or Opinion

A

No evidence for what the speaker thinks.

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7
Q

Loosely Associated Statements

A

Statements on a topic, but where nothing follows from something else, no inferential relationship.

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8
Q

A Report

A

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).

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9
Q

Expository Passages

A

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.

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10
Q

Illustration

A

Statements given about specific instances to exemplify a certain subject or thing. “For example…”

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11
Q

Conditional Statements

A

“If… then…” statement. Often a component of an argument.

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12
Q

What is the summary of the relationship between conditional statements and arguments?

A

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.

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13
Q

Sufficient Condition

A

If A, then B. A= Sufficient condition for event B where event A is all that is required for teh occurrence of event B.

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14
Q

Necessary Condition

A

If A, then B. B= Necessary condition for event A where event A cannot occur without the occurrence of B.

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15
Q

What are the two distinct components of an explanation?

A

Explanandum and explanans.

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16
Q

Explanandum

A

The statement that describes the event or phenomenon to be explained. This is not an argument because it assumes that this is already accepted.

17
Q

Explanans

A

The statement or group of statements that purport to do the explaining.