Sec 1.2 Flashcards

1
Q

What is a premise?

A

Evidental claims for conclusion. Reaons to accept conclusion.

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2
Q

What is an argument?

A

A group of sentences containing 1 or more premises and conclusion.

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3
Q

What is a conclusion?

A

What you’re trying to prove.

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4
Q

What is a enthymeme?

A

An argument with unstated premises or conclusion.

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5
Q

What is inference?

A

Compilation of evidence to conclusion.

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6
Q

Define a deductive argument.

A

Structure for argument guaranteeing the truth of conclusion. Deductive arguments CAN NEVER have: TRUE premises and FALSE conclusions.

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7
Q

How is valid defined?

A

Premise logically entails the conclusion.
1.) All fish have 8 legs.
2.) Prof Nulty is a fish.
Conclusion: Prof Nulty has 8 legs.

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8
Q

How is sound defined?

A

An argument is sound when both valid and all premises have to be true.
1.) All humans are mammals.
2.) Prof Nulty is a human.
Conclusion: Prof Nulty is a mammal.

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9
Q

What is an inductive argument?

A

Makes a conclusion highly probable.

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10
Q

How is strong defined?

A

When premises make the conclusion highly likely to be true.
1.) Prof Nulty said the quiz is Thurs.
2.) When professors say there will be a quiz, there will be a quiz.
Conclusion: There will be a quiz on Thurs.

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11
Q

How is cogent defined?

A

When an argument is both strong and has true premises.
1.) I had coffee this morning.
Conclusion: Therefore its likely I drank something this morning.

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12
Q

Valid argument forms for deductive arguments?

A

Affirming the antecedent, denying the consequent, hypothetical syllogism, disjunctive syllogism.

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13
Q

Invalid argument forms for deductive arguments?

A

affirming the consequent and denying the antecedent.

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14
Q

Structure for affirming the antecedent?

A

If p, then q.
Is p.
Therefore, q.

VALID
1.) If birds have wings, then birds can fly.
2.) Birds have wings.
Therefore birds can fly.

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15
Q

Structure for denying the consequent?

A

If p, then q.
not q.
Therefore, not p.

VALID
If it’s raining, then the ground will be wet.
The ground is not wet.
Therefore it is not raining.

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16
Q

Structure for hypothetical syllogism?

A

If p, then q.
If q, then r.
Therefore, if p, then r.

VALID
If I drink too much, I will get bad grades.
If i get bad grades, I will get kicked out of school.
Therefore if I drink too much, I will get kicked out of school.

17
Q

Structure for disjunctive syllogism?

A

Either p or q.
Not p.
Therefore, q.

VALID
Sam either walked or biked here.
Sam did not walk here.
Therefore Sam biked here.

18
Q

Structure for affirming the consequent?

A

If p, then q.
q.
Therefore, p.

INVALID
1.) If Chicago is the capital of Illinois(p), then Chicago is in Illinois(q).
2.) Chicago is in Illinois(q).
Conclusion: Therefore, Chicago is the capital of Illinois (p).

19
Q

Structure for denying the antecedent?

A

If p, then q.
Not p.
Therefore, not q.

INVALID
1.) If Joe is a bachelor (p), then Joe is a male (q).
2.) Joe is not a bachelor.
Conclusion: Joe is not a male

20
Q

Valid forms for Inductive arguments?

A

Enumerative induction, analogical induction, hypothetical induction.

21
Q

What is a enumerative induction?

A

Generalization from a small sample size.

X% of observed members of A are B.
Therefore, X% of the entire group of A are B.

22
Q

What is a analogical induction?

A

Used to compare 2 things. More similiar , the more probable the conclusion.

If Object 1 has properties A, B, C and Z etc.
Object 2 has properties A, B, C etc.
Therefore, object B probably has property Z.

23
Q

What is a hypothetical induction (abduction)?

A

Inference to the best possible explanation.
Sky is falling versus the law of gravity.