Exam 2 Flashcards

1
Q

Operators/Connectives

A

symbols used to connect simple propositions in propositional logic

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2
Q

Propositional Logic

A

a kind of logic in which the fundamental components are whole statements

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3
Q

Simple Statement

A

atomic statements; a statement that does not contain any other statement as a component

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4
Q

Compound Statement

A

a statement that contains at least one simple statement as a component

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5
Q

Negation

A

a statement having a tilde as its main operator

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6
Q

Conjunctive Statement/Conjunction

A

a statement having a dot as its main operator

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7
Q

Disjunctive Statement/Disjunction

A

a statement having a wedge as its main operator

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8
Q

Conjunct

A

the component in a conjunctive statement on either side of the main operator

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9
Q

Disjunct

A

the component in a disjunctive statement on either side of the main operator

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10
Q

Conditional Statement/Conditional

A

a statement having a horseshoe as its main operator

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11
Q

Material Implication

A

the relation expressed by a truth-functional conditional

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12
Q

Antecedent

A

the component of a conditional statement immediately following the word “if”

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13
Q

Consequent

A

the component of a conditional statement immediately following the word “then”

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14
Q

Bi-Conditional Statement/Bi-Conditional

A

a statement having a triple bar as its main operator

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15
Q

Material Equivalence

A

the relation expressed by a truth-functional bi-conditional

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16
Q

Main Operator

A

the operator (connective) in a compound statement that has as its scope everything else in the statement

17
Q

Sufficient Condition

A

the condition represented by the antecedent in a conditional statement

18
Q

Necessary Condition

A

the condition represented by the consequent in a conditional statement

19
Q

Well-Formed Formula

A

a syntactically correct arrangement of symbols

20
Q

Truth Function

A

a compound proposition whose truth value is completely determined by the truth values of its components

21
Q

Statement Variable

A

a lowercase letter, such as p or q, that can represent any statement

22
Q

Statement Form

A

an arrangement of statement variables and operators such that the uniform substitution of statements in place of the variables results in a statement

23
Q

Truth Table

A

an arrangement of truth values that shows in every possible case how the truth values of a compound proposition is determined by the truth values of its simple components