phi 9 Flashcards

1
Q

what is a ~

A

-Negation: it is not the case that…

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2
Q

what is a &

A

-Conjunction: Both _ and _

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3
Q

What is a V

A

-Disjunction: either _ or _

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4
Q

what is a –>

A
  • Conditional: If _ then _
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5
Q

what is a <–>

A

-Biconditional: _ if and only if _

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6
Q

what are conjucts

A

parts of the conjunction

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7
Q

anytime you see the word but you

A

cross it out and put and because we treat them as logically equivalent

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8
Q

conjunctions are symmetrical

A

you can switch the order of the conjuncts and still have a true conclusion

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9
Q

when using neither or nor

A

you must use a negation 2 disjuncts with parentheses around them

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10
Q

what are the antecedent and consequent

A

antecedent comes 1st

consequent comes after

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11
Q

valid forms with conditional

A

Modus Ponens
when you have a conditional on the 1st premise, the antecedent on the following premise and the consequent as the conclusion

P1: A->B
P2: A
C: B

Modus Tollens
when you have a conditional on the 1st premise, the negation of the consequent on the following premise and the negation of the antecedent as the conclusion

P1: A->B
P2: ~B
C: ~A

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12
Q

formal fallacies

A

Affirming the Consequent
when you have a conditional on the 1st premise, the consequent on the following premise and the antecedent as the conclusion

P1: A->B
P2: B
C: A

Denying the Antecedent
when you have a conditional on the 1st premise, the negation of the antecedent on the following premise and the negation of the consequent as the conclusion

P1: A->B
P2: ~A
C: ~B

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13
Q

when you see unless

A

cross it out and write if not

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14
Q

what is a tautology

A

when the column under the main connective has t on ever row

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15
Q

what is a contradiction

A

when the column under the main connective has f on every row

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16
Q

when is a sentence contingent

A

when the column under the main connective has at least 1 f and at least 1 t on one row

17
Q

when are two sentences logically equivalent

A

if they have the same value on every row under the conditional

18
Q

when are a set of sentences logically consistent

A

if there’s at least 1 line in the truth table on which all of the sentences are true, if otherwise they’re inconsistent

19
Q

when is an argument invalid

A

when it has 2 true premises that lead to a false conclusion

20
Q

what do capital letters represent

A

classes or categories

21
Q

what do lower case letters represent

A

individual members of that class

22
Q

what are the quantifiers

A

All, some, or none

23
Q

affirmative universal generalization

A

“affirmative” when all S’s are INCLUDED in p’s
“Universal” because of the word ALL

All S are P

The “a” sentence

24
Q

negative universal generalization

A

“negative” when all S’s are EXCLUDED from P’s
“universal” because of the word ALL

No S are P

The “E” sentence

25
Q

Affirmative particular generalization

A

Some S are INCLUDED

“particular” because of the word SOME

Some S are P

The “I” sentence

26
Q

Negative particular generalization

A

Some S are EXCLUDED

“particular” because of the word SOME

Some S are not P

The “O” sentence

27
Q

Standard form in CL

A

1.Quantity (All, Some, or none)
2. The subject term (we use S)
3. The Copula (Affirmative or negative/ are or are not)
4. The Predicate ( we use P)