chapter 4 (1) Flashcards

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1
Q

reasoning

A

A psychological process, which cognitive psychologists divide into the operations of two cognitive systems

System 1 and System 2

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2
Q

System 1

A

Operates quickly and automatically, with no conscious mental effort needed

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3
Q

System 2

A

Operates slowly, engaging working memory and allocating attention to effortful mental activities, accompanies by a sense of voluntary control

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4
Q

science mainly engages which system

A

system 2 because science is a collaborative social process of giving and taking reason

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5
Q

Deliberate scientific reasoning involves

A

Making and evaluating inferences and inferences are the backbone of any argument

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6
Q

Inference

A

a logical transition from one thought to another that obeys abstract rules

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7
Q

Argument

A

a set of statements (stated propositions) with inferential structure.

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8
Q

Premise of an argument

A

statements that provide rational that is supported by the premises, the endpoint of an inference

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9
Q

Aristotles reasoning for thinking that the universe is eternal

A

1) if the universe is not eternal then the universe came into existence

2) everything that comes into existence requires some pre-existing material substrate

If the universe is not eternal then some material substrate existed before the universe came into existence

It cannot be the case that some material substratum existed before the universe came into existence

The universe is eternal

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10
Q

Deductive argument

A

an argument is a deductive argument when the relasionship of the premises to its conclusion is purportedly one of necessitation; The premises should together guarantee, or make necessary, the conclusion

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11
Q

Conditional statements

A

statements in the form If… then… are crucial elements of inferential reasoning. THese if/then statements are called conditional statements because one circumstance is g iven as a condition for another circumstance.

As an intuitive example, imagine the parents of a young child asking her to eat her vegetables in order to get dessert: if you eat your broccoli, then you can have dessert. The child then knows the ticket to dessert, shoveling down the broccoli

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12
Q

Antecedent

A

The first circumstance, following the if. The condition upon which the other circumstance is introduced

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13
Q

Consequent

A

The second circumstance, following the “then” is called the consequent. This is the condition that arises from or hinges upon the introduction of the antecedent.

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14
Q

THe antecedent is a

A

sufficient condition for the consequent

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15
Q

The consequent is a

A

requirement or a necessary condition for the antecedent

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16
Q

logic

A

The study of the rules and patterns of good and bad inference

17
Q

validity in the context of deduction

A

A deductive inference is valid just when the truth of the premises logically guarantees, or necessitates, the truth of the conclusion

18
Q
A