Critical Thinking Section 4 Flashcards

1
Q

Ad Hominem fallacy

A

When you attack the person instead of the argument

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2
Q

Genetic Fallacy

A

When you attack the origins of an argument instead the actual argument

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3
Q

Straw figure fallacy

A

When you misrepresent the argument and creates another argument that’s easier to attack.

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4
Q

Red Herring Fallacy

A

When someone introduces an irrelevant topic to distract from the original discussion.

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5
Q

Appeal to Authority Fallacy

A

When you use an authority of one profession to valid a claim from a different profession.

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6
Q

Appeal to Force Fallacy

A

When you use a threat to compel an argument.

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7
Q

Appeal to popularity

A

When you appeal to the popularity of something as a reason to affirm its truth.

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8
Q

Equivocation

A

When one’s argument hinges on mistakenly using the same word in a different sense.

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9
Q

Appeal to ignorance fallacy

A

Where your reasoning is due to lack of knowledge that a claim is false or true.

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10
Q

Slippery slope fallacy

A

Someone argues that one event will lead to a series of unfortunate events that will lead to disaster.

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11
Q

Texas sharpshooter fallacy

A

When one cherry picks evidence that supports their desired conclusion.

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12
Q

Post hoc fallacy

A

When a person mistakes an event that happens prior in time to it’s cause as being the real cause of the event.

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13
Q

Hasty generalization

A

When one generalizes too quickly about a group of people, things, or events.

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14
Q

Fallacies of presumption

A

Committed because the premises are used in a way that they presume what they are meant to prove.

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15
Q

False dilemma

A

When one presumes that there are fewer option’s than there actually are.

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16
Q

Begging the question

A

The person presumes that the conclusion which the argument is trying to prove is true.

17
Q

Burden of proof shifting

A

When someone make an implausible claim and tells someone to prove them wrong.

18
Q

Hidden assumptions

A

Offer conjoint support for its conclusions or sub-conclusions
Missing premises that must be true for an inference to work