Deck 1 Flashcards

1
Q

Give an example of a tautology/what is a tautology

A

fish are fish, a statement that is analytically ture

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2
Q

Give an example of a contradiction/ what is a contradiction

A

fish are not fish, a statement that is analytically false

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3
Q

Give an example of a sentence that is true based on word meaning

A

my sister is my sister

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4
Q

give an example of a sentence that is fale based on word meaning

A

my sister is not my sister

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5
Q

give an example of a sentence that is false by fact

A

a computer is a reptile

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6
Q

what are granted claims

A

premises agreed to in a particular argument

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7
Q

what are self evident truths

A

claims that are clear to anyone who thinks about them and cannot, even with 0.00000000000001% probability, be false

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8
Q

what is an analytic statement

A

either true or false because of the meanings of the words that make them up

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9
Q

What is word ambiguity

A

it has more than one meaning and it is not clear which one is intended

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10
Q

what is the fallacy of equivocation

!!

A

treating two distinct meanings of a word as though they are the same

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11
Q

what is referential ambiguity

A

a word is meant to refer to an object (not in the sentence but in the world) but it’s unclear which object

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12
Q

grammatical ambiguity

A

a sentence has grammatical structure allowing it to be understood in more than one way

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13
Q

reportive definition

A

attempts to explain how a word is actually used

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14
Q

lexical definition

A

reports how a word is used in everyday life

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15
Q

disciplinary definition

A

reports how a word is used in a particular discipline

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16
Q

historical definition

A

reports how a word was used during a particular historical period

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17
Q

stipulative definition

A

explains how a word is about to be used, cannot be true or false

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18
Q

arbitrary definition

A

a new word, abberviation, or symbol is introduced by creating a rule for its use.

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19
Q

Precising definition

A

restricts the ordinary meaning of a word to make it more exact in a certain context

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20
Q

List the methods of definition

A

synonym, genus/species, ostensive, example, complete enumeration

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21
Q

give a synonym definition of sofa

A

couch

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22
Q

give a genus/species definition of blue tang

A

a type of fish that lives in the ocean and is blue

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23
Q

give an ostensive definition of flashcard

A

(point to flashcard)

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24
Q

give a definition by example of fish

A

trout, minnow, clownfish, tuna, etc

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25
Q

give a definition by complete enumeration of letter

A

abcdefghijklmnopqrstuvwxyz

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26
Q

what are important to avoid in a definition

A

circularity, obscurity, metaphors, ambiguity, and accidental (opposite of essential) features, too broad, too narrow

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27
Q

What are the fallacies of relevance

A

appeal to ignorance, appeal to inappropriate authority, appeal to general belief, appeal to popular attitudes and emotions, gambler’s fallacy

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28
Q

what is appeal to ignorance

A

assumption that because a claim has not yet been demonstrated to be false, it is true (e.g. god is real)

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29
Q

appeal to inappropriate authority

A

saying that because a doctor knows how to doctor they also know about basketball

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30
Q

appeal to general belief

A

saying that because something is widely believed it must be true

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31
Q

appeal to popular attitudes and emotions

A

using emotions to convince someone instead of evidence

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32
Q

gambler’s fallacy

A

a randomly occuring event is due to happen based on not having happened after several events

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33
Q

what are the fallacies of inadequate evidence

A

false cause, hasty generalization

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34
Q

false cause

A

assuming that if one event occured before the other, first event must have caused the second

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35
Q

hasty generalization

A

generalizing based on too few cases

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36
Q

what are the fallacies of illegitimate assumption

A

false dilemma, loaded question, begging the question, slippery slope

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37
Q

false dilemma

A

claiming there are only two choices when there are not

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38
Q

loaded question

A

a question where agreeing to the premise is incriminating

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39
Q

begging the question

A

circular reasoning, or the conclusion restates the premise (he’s thief because he stole)

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40
Q

slippery slope

A

assuming making an argument to move in a specific direction means you want to go “all the way”

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41
Q

fallacies of criticism and response

A

against the person, you too, pooh pooh, strawman, loaded words

42
Q

you too

A

accusing the person making the argument of the thing they are arguing against

43
Q

pooh pooh

A

ridiculing an argument to avoid seriously considering it

44
Q

strawman

A

misrepresenting someone’s claim to make it easier to criticise

45
Q

loaded words

A

appling compliments or insults before it’s been demonstrated the person deserves them

46
Q

against the person

A

rejecting a claim by attacking the person supporting it or their reliability under the circumstances

47
Q

fallacies of defense

A

definitional dodge and exception that proves the rule

48
Q

definitional dodge

A

redefining a crucial term when your opponent provides an example you don’t like eg. you say all x is bad your opponent says what about y who is a member of x you say y doesn’t count

49
Q

exception that proves the rule

A

claiming that an exception to a rule makes the rule stronger

50
Q

what are the formal fallacies

A

affirming the consequent, denying the antecedent

51
Q

what is an analogy

A

a similarity between two subject matters

52
Q

what is an analogical argument

A

two distinct subjects have certain features in common, one subject posesses an additional feature, so the otehr subject probably posesses that feature as well

53
Q

factual analogical argument

A

uses an analogy to establish a claim about some state of affairs

54
Q

moral analogical argument

A

argues that cases similar in their effects should be treated in similar ways, these are a type of enthymeme

55
Q

how do we evaluate analogies

A

the degree of analogy must be high

56
Q

what is a cause as sufficent condition

A

whenever A occurs, B occurs e.g. when I Flick the switch the light turns on

57
Q

what is a casual law

A

a statement relying on a sufficient condition

58
Q

what is a causal chain

A

a series of events leading to an event like .a toddler asking why over and over again

59
Q

cause as necessary condition

A

if an event has occured, [x] must be present, and if [x] is not present, event will not occur

60
Q

cause as necessary and sufficent condition

A

if A is present B will always occur and if A is not present B will never occur

61
Q

what is a triggering factor

A

the final factor in a chain that triggers an event

62
Q

what is an unusual factor

A

the only atypical factor that was present before an event

63
Q

what is a controllable factor

A

a factor that we can control

64
Q

what si a deductive nomological explanation

A
  1. start with laws
  2. list the conditions
  3. draw a line and list the event
65
Q

What are the three menthods to test causal claims

A

method of difference, method of agreement, method of agreement and difference, method of concomitant variation

66
Q

what is the method of difference

A

compare a situation where X occurs with situations where it does not
see what factor is the difference

67
Q

what is the mehtod of agreement

A

compare situations where X occurs
see what factor is the same

68
Q

what is the joint method of agreement and difference

A

compare situations where X does and does not occur, see what factor is present with X and absent without X

69
Q

method of concomitant variation

A

vary a factor and see if another factor changes in response

70
Q

what is a categorical statement

A

puts something into a category or class

71
Q

how do you deal with categorical statements

A

draw venn diagrams

72
Q

how do you indicate something is not a member of a category in a venn diagram

A

shade that section

73
Q

hwo do you indicate “some” statements in a venn diagram

A

put an asterisk

74
Q

what is a conditional proof

A

given p->Q, assume Q and attempt to prove P

75
Q

what is a reducto ad absurdium proof

A

if the assumption of a claim leads to an absurdity the claim must be rejected

76
Q

proof by cases

A

if one of the premises is a disjunction (or statement), often the goal is to derive the conclusion from each half of the statement

77
Q

what are all the argument forms and what do they look like right now go

A

Modus ponens
P->Q
P
Q
Modus tollens
P->Q
~Q
~P

Hypothetical syllogism
P->Q
Q->R
P->R
Disjunctive syllogism
PvQ
~P
Q

Constructive Dilemma
PvQ
P->R
Q->S
RvS

Conjunction
P
Q
P*Q

Addition
P
PvQ

Simplification
P*Q
P

78
Q

What are all the equivalent forms right now go

A

Double negation
~~P - P
DeMorgan
~(PQ) - ~Pv~Q
~(PvQ) - ~P
~Q
Exportation
(PQ)->R - P->(Q->R)
Commutation
P
Q - Q*P
Contrapsition
P->Q -> ~Q -> ~P

79
Q

Sentential form

A

the logic form of the argument, with variables and symbols and stuff

80
Q

what is a deductive argument

A

the premises are meant to guarantee the conclusion

81
Q

what is a nondeductive argument-

A

the premises are meant to confer a high degree of probability on the conclusion

82
Q

what is a valid argument

A

there is no possible way for the premises to be true and conclusion false at the same time. the truth of the premises is completely guaranteed. even 0.00000000000000001% probability makes an argument invalid. The argument can end up being true or false in the end

83
Q

what is a sound argument

A

a valid argument whose premises are true

84
Q

what are the types of nondeductive argument

A

statistical syllogism, inductive generalization, causal argument, argument by analogy, argument by plausibility

85
Q

what is a statistical syllogism

A

a three line argument, from some proportion of the population having a characteristic to an individual having or not having that characteristic

86
Q

what is an inductive generalization

A

from some sample of a population having a behavior to some or all of its members having a behavior

87
Q

what is a plausibility argument

A

does not fit a pattern discussed in the book, premises are meant to build a case for the conclusions

88
Q

what is standard form

A

one of the ways to show the structure of arguments graphically

89
Q

how do you put a simple argument in standard form

A

list the premises one after another, draw a line, state the conclusion

90
Q

how do you put a complex argument in standard form

A

arrange premises so they each come before the conclusion they support, number them, after each conclusion write the line number of the premises that support it

91
Q

hwo do you draw a sentence diagram

A

bracket each claim and assign it a number
draw arrows from premise sto conclusion
if more than one premise leads to a conclusion, put them on the same line, draw a line, and then draw an arrow

92
Q

what types of sentences secretly only make one claim

A

conditionals (if, then), disjunctives (either, or), sentences using unless

93
Q

what are the steps to standard form analysis

A

circle inference indicators, put each claim in brackets, reformulate claims if necessary, discard nonargumentative pieces, identify the main argument, identify subarguments, identify if any of the subarguments are replies to objections

94
Q

what is an argument

A

a set of claims, one of which is meant to be supported by the others

95
Q

what is the conclusion

A

the claim bing supported

96
Q

what is the premise

A

the claim that supports the conclusion

97
Q

what is an inference

A

the move from premise to conclusion

98
Q

what is the difference between a dispute and an argument

A

a dispute is two people disagreeing but they don’t have to sue arguments

99
Q

what does an argument require nongramatically

100
Q

what are some premise indicators

A

since, because, for the reason that, as is implied by, on account of

101
Q

what are some conclusion indicators

A

therefore, hence, consequently, which shows that, we may conclude that, it follows that