reasoning Flashcards

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1
Q

induction

A

goes from specific premises to general conclusion.

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2
Q

deductive reasoning

A

we determine whether a conclusion logically follows from statements called premises.

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3
Q

inductive reasoning

A

we draw conclusions from observations

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4
Q

Aristotle introduced the basic form of deductive reasoning called:

A

Syllogism.

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5
Q

A syllogism consists of

A

2 premises followed by a conclusion.

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6
Q

categorical syllogisms

A

premises and conclusion are statements that begin with All, No, or Some.

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7
Q

strength

A

probability that conclusion is true, given the premises are true.

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8
Q

syllogistic reasoning

A

“some businessmen are republicans.”
“some republicans are conservative.”
“Therefore, some businessmen are conservative.”

INVALID. Venn diagram example

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9
Q

conversion effects

A

“All poodles are animals.”
“All dogs are animals.”
“Therefore all poodles are dogs.”

All A are B, all B are A.

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10
Q

belief bias

A

the tendency to think a syllogism is valid if its conclusion is believable.

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11
Q

mental model approach

A

specific situation represented in a persons mind that can be used to help determine the validity of syllogisms in deductive reasoning.

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12
Q

Mental logic

A

P or Q; therefore Q. Either you pass or fail the exam.

You don’t fail, so you pass.

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13
Q

Conditional syllogisms

A

Two premises and a conclusion like categorical syllogisms, but the first premise has the form “If…..then.”

ex: If I study, ill get a good grade.

I studied.

Therefore, Ill get a good grade.

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14
Q

modus ponens

A

Latin for roughly translated. The conclusion follows from the two premises

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15
Q

modus tollens

A

the way that denies by denying.

ex: If I study, ill get a good grade.

I got a good grade.

Therefore, I studied.

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16
Q

Wason four-card problem

A

Four cards are presented with a letter and number on either side. Participants are asked what cards do you need to turn over to test the following rule?

  E     K     4     7

If there is a vowel on one side, there is an even number on the other side.

Answer: Must flip over E to prove that there is an even number on the opposite side. Them must turn over 7 to prove that there is NOT a vowel on the opposite side.

17
Q

falsification principle

A

To test a rule, it is necessary to look for situations that would falsify the rule.

18
Q

permission schema

A

which states that if a person satisfies a specific condition, then he or she gets to carry out an action.

19
Q

causality

A

if theres a drought, crops will die.”

20
Q

Barry Schwartz (Paradox of Choice): suggests that

A

that technological, economic, and cultural changes have changed the choice making context.

We have more opportunities to be maximizers than ever