Quiz #2 Flashcards

1
Q

Proposition

A

Sentence used to make a claim about how things are ( true or false)

EX- Halifax is the capital of Nova Scotia

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2
Q

Categorical Proposition

A

Proposition that relates 2 classes of things

EX- high school teachers are undervalued professionals

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3
Q

Term and examples of types

A

Word or phrase that can serve as the subject of a proposition

  • proper names (John marathon)
  • common names (dog)
  • descriptive phrases (vermin in my kitchen)
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4
Q

Subject term

A

Denotes the class whose members are claimed to be included or excluded from a class of things by the categorical proposition

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5
Q

Predicate term

A

Denotes the class of things that members of the subject are claimed to be excluded from or included in

EX- some dogs are not good pets
(Predicate- good pets)
(Subject-dogs)

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6
Q

Standard form categorical proposition

EXAMPLES

A

An instance of one of the following forms with s and p (subject terms and predicate term)

1- All S are P
2- No S are P
3- Some S are P
4- Some S are not P

Example of 2
“No professors are stinging insects”
No S are P
S-professors
P- stinging insects

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7
Q

Quantifiers

A

An expression which specifies how many members of the subject class are (claimed to be) included or excluded from the predicate class

Ex- all,no,some

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8
Q

Copula

A

Expression that links the subject term to the predicate

Ex- are, are not

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9
Q

Types of categorical propositions

A

Quality and quantity

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10
Q

Quality proposition

A

A matter of whether a categorical proposition affirms or denies class membership

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11
Q

Types of quality proposition

A

Positive and negative

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12
Q

Types of quality proposition

A

Positive and negative

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13
Q

Positive Proposition

A

Claim that members of the subject fall within the predicate

Ex- some donkeys are cooperative pack animals

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14
Q

Negative proposition

A

Claim the subject are excluded from predicate

Ex- no stained shirts are appropriate fine dining garments

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15
Q

Types of quantity propositions

A

Universal and particular

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16
Q

Universal propositions

A

Make claims about every member of the subject class

Ex- NO stained shirts are fine dining garments

17
Q

Particular propositions

A

Make claims about one or more but not all members of the subject class

Ex- SOME donkeys are cooperative pack animals

18
Q

Types of propositions

A

AEIO

19
Q

A proposition

A

Universal positive proposition

Form- all s are p

20
Q

E proposition

A

Universal negative proposition
No s are p

21
Q

I proposition

A

Particular positive proposition

Some s are p

22
Q

O proposition

A

Particular negative proposition

Form- some s are not p

23
Q

How to do a vent diagram

A

Convention 1- shading a region means that region is empty

Convention 2- placing an X in a region means it contains at least one thing

24
Q

Terms

A

Some statements have adjectives, rather than noun phrases, in the predicate position, expressions which connote attributes rather than denoting classes

Ex- all professors are evil

Transform the statement into standard form by combining it with a plural noun

Ex- all professors are evil people

25
Q

Copulas

A

In some stmts the copulas “are and are not” are absent

Ex- no Nova Scotians dislike seafood chowder

Transform to standard form by inserting one of the 2 copulas after the subject term and transforming the remainder of the stmnt into a noun phrase

Ex- no Nova Scotians are people who dislike seafood chowder

26
Q

Quantifiers organizing

A

1- some statements have nonstandard such as “a few” and “not all”

Ex- “a few acdc albums are records in my collection”—> “some acdc albums are records in my collection”

2-some statements lack Quantifiers altogether

Ex- sisters are female siblings—> all sisters are female siblings

Mice live under the sink in my kitchen—> some mice are things that live under my kitchen sink

3– some statements combine quantifier all with the copula for are not

Ex-All cats are not canines—>No cats are canines

All professors are not hard graders—> some professors are not hard graders

27
Q

Singular proposition

A

Some statements contain terms that denote individual ppl, places, or things rather than classes

Transform into an expression which denotes a class whose only member is the referent of the singular term

EX-
Hilary Clinton is an American citizen—> all ppl identical to Hillary Clinton are American citizens

North Battleford is a city in Sask—> all places identical to North Battleford are cities in Sask

The common room computer is a Mac—> all things identical to the common room computer are Mac’s

28
Q

Times and places into categorical form

A

Some statements contain spatial adverbs (where,whenever,anywhere,everywhere,nowhere)

Other statements contain temporal adverbs (when,whenever,anytime,always,never)

Ex-

Basmati rice is nowhere to be found in Sobeys—> no places in Sobeys are places basmati rice can be found

Whenever it rains it pours—>All times it rains are times it pours

29
Q

Times and places into categorical form

A

Some statements contain spatial adverbs (where,whenever,anywhere,everywhere,nowhere)

Other statements contain temporal adverbs (when,whenever,anytime,always,never)

Ex-

Basmati rice is nowhere to be found in Sobeys—> no places in Sobeys are places basmati rice can be found

Whenever it rains it pours—>All times it rains are times it pours

30
Q

Conditional statements into categorical form

A

“If P then Q”

Translate into A statements

Ex- if a prof shouts her lectures then she makes her students ears bleed—> all professors who shout their lectures are professors who make their students ears bleed

31
Q

Only vs “the only” translate into categorical

A

Translate into A statements

An expression that immediately follows “the only” is the subject

Ex- the only mammals are animals—> all mammals are animals

An expression that immediately follows “only” is the predicate

Ex- Only mammals are dogs—> all dogs are mammals