Chapter 2 Flashcards

(11 cards)

1
Q
Argument
Premise
Conclusion
Statement
Proposition
A

Is a systematic group of statements
Provides evidence and logical support for the main idea 👉🏽
Claimed to follow from the alleged evidence
Is a declarative sentence that has a truth value of true or false
Is the meaning or info content of a statement

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2
Q

Logic

A

Is a philosophical science that evaluates arguments or the art of reasoning

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3
Q

Two conditions that must be fulfilled to be Agm passage

A

A premise defn and a conclusion defn is the answer the two claims malet new the factual claim and inferential claim are the two types

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4
Q

Inferential claim

And the two types

A

Certain kind of reasoning
EXPLICIT. Has indicator words
IMPLICIT doesn’t have indicator words

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5
Q

Non arg passage

And the types

A

Which lack an inferential claim
Warning, Piece of advice, Statement of belief or opinion, Loosely associated statements, report( just states smt doesn’t argue abt anything), expository( elaborates smt), illustration( like a manual), explanation, conditional statement ( if then statement)

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6
Q

Two types of conditions that are important in logic

A

Necessary and sufficient
ASB if A occurs then B occurs when a is all that is needed for b to occur
ANB if B occurs then A occurs when B cannot occur w out the occurrence of A

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7
Q

The three factors that differ DED AND IND

A

The occurrence of special indicator words
The strength of the inferential link bw p and c
Form of argumentation the argues use
Phrases it must be the case that and must are ambiguous

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8
Q

Instances of DED

A

Argument based on:
Mathematics
Definition
Syllogism (Categorical… all, no, some & hypothetical….. 1/2 conditional statement & disjunctive…… either or)

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9
Q

Instances of IND

A
Prediction
Analogy
Generalization 
Authority
Sign
Casual inference
Scientific arg (most of the time but not always)
I is from p to g, d is from g to p based on Aristotle
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10
Q

Strong IND

Weak IND

A
  1. If p is t, improbable to be f
  2. If p is t, probable to be f
    N.B validity & invalidity and strength & weakness doesn’t depend on the statements being true so it’s indirectly related to truth values
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11
Q

Df be sound and cogency

A

In sound arg it’s only required for both the p to be t but in cogent arg the p must not only be t they must also not ignore some important piece of evidence that outweighs the given evidence and entails a quite df c

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