• Shuffle
    Toggle On
    Toggle Off
  • Alphabetize
    Toggle On
    Toggle Off
  • Front First
    Toggle On
    Toggle Off
  • Both Sides
    Toggle On
    Toggle Off
  • Read
    Toggle On
    Toggle Off
Reading...
Front

Card Range To Study

through

image

Play button

image

Play button

image

Progress

1/47

Click to flip

Use LEFT and RIGHT arrow keys to navigate between flashcards;

Use UP and DOWN arrow keys to flip the card;

H to show hint;

A reads text to speech;

47 Cards in this Set

  • Front
  • Back

The principles of propositional logic are found in:


A. search engines


B. Microsoft Excel functions


C. electronics engineering


D. all of these answers are correct

D

The primary focus of propositional logic is relationships between certain kinds of:


A. fallacies


B. objects


C. statements


D. arguments

C

Propositional logic focuses on relationships among:


A. arguments which have parts


B. statements about categories and things


C. facts which have parts


D. statements which have statement parts

D

The ' ≡ ' sign is used to symbolize:


A. "Both . . . and . . ."


B. "Either . . . or . . . or both."


C. "If . . . then . . ."


D. ". . . if and only if . . ."

D

Which of the following is not a well-formed formula?:


A. ~(P • ~Q)


B. (P ⊃ ~Q)


C. (~(P ∨ Q))


D. (~P ≡ Q)

C

Which of the following is not a well-formed formula?:


A. (~A (≡ B ∨ C))


B. (~A ⊃ (B ∨ C))


C. (~(A ⊃ B) ∨ C)


D. (~(A ≡ B) ∨ C)

A

Statements whose form is ' Not both . . . and . . . ' are known as:


A. conjunctions of negations


B. none of these answers is correct


C. negations


D. negated conjunctions

D

The consequent of a conditional statement:


A. expresses a sufficient condition for the antecedent


B. expresses a necessary condition for the antecedent


C. expresses a necessary condition for the conjunction


D. expresses a sufficient and necessary condition for the antecedent

B

This statement: "If you don't have a fever, then you don't have the flu" is best symbolized by:


A. conjunction of two negations


B. negated conditional


C. conditional


D. negated conjunction

C

This statement: "Neither Fred nor Lou likes ice cream" is best symbolized by:


A. (~F ∨ ~L)


B. (F ⊃ L)


C. (~F • ~L)


D. ~(F • L)

C

Conditionals are symbolized with a:


A. horseshoe


B. triple bar


C. dot


D. vee

A

The tilde or squiggly line symbol is used to:


A. connect parentheses as a pair


B. connect any two statements


C. turn statements into questions


D. 'negate' any statement

D

Which is NOT a propositional operator?:


A. horseshoe


B. tilde


C. vee


D. three dots

D

A propositional logic 'connective' that doesn't actually connect anything is the:


A. horseshoe


B. parenthesis


C. three dots


D. tilde

D

Every compound propositional logic statement has exactly one:


A. symbol


B. atomic statement


C. negation


D. main operator

D

In ' ((B ∨ ~C ) ≡ D) ', what is the main connective?:


A. ~


B. ∨


C. ≡


D. there is no main connective

C

Statements whose main form is ' Neither... nor... ' are known as:


A. negated disjunctions


B. negated biconditionals


C. double negations


D. negated conjunctions

A

A consequent expresses:


A. the necessary part of a conditional


B. the sufficient part of a conditional


C. the conclusion of an argument


D. an entire conditional

A

This statement:


Jerry doesn't like pizza, but Mary does


is best symbolized by:


A. (~J • M)


B. (~J ⊃ M)


C. ~(J ≡ M)


D. ~(J • M)

A

This statement:
The animal will attack only if it's frightened


is best symbolized by:


A. exclusive disjunction


B. conjunction


C. conditional


D. biconditional

C

Which symbol is NOT a propositional connective?:


A. parenthesis


B. vee


C. squiggle


D. dot

A

Conjunctions are symbolized with a:


A. vee


B. triple bar


C. tilde


D. dot

D

For which idea do we NOT have a propositional connective?:


A. if / then


B. is


C. and


D. or

B

Biconditionals are symbolized in this class by a:


A. vee


B. dot


C. triple bar


D. double horseshoe

C

Which of the following is an atomic statement?:


A. Frank or Jim left the door open.


B. No one came to my party.


C. Dessert only comes with dinner.


D. Mark and Sue play tennis together.

D

Atomic statements in propositional logic must not have any parts which are:


A. statements


B. predicates


C. subjects


D. adjectives

A

Which of the following is an atomic statement?:


A. Sailing is an enjoyable sport.


B. The Cincinnati Reds did not win their last game.


C. Sewing and cross-stitch require good eyesight.


D. Either Sue or Karen will get the high score.

A

An antecedent expresses:


A. the necessary part of a conditional


B. the sufficient part of a conditional


C. the premises of an argument


D. none of these answers is correct

B

This statement:


If you don't pass the test, you won't pass the course:


A. is best symbolized by


B. negated conditional


C. biconditional


D. conditional with two negated parts


double negation

C

This statement:


Both Jack and Sue are unmarried


is best symbolized by:


A. negated biconditional


B. double negation


C. negated conjunction


D. conjunction of two negations

D

The ' ⊃ ' sign is used to symbolize:


A. "Either . . . or . . . or both."


B. "If . . . then . . ."


C. "Both . . . and . . ."


D. "Either . . . or . . . but not both."

B

Which symbol is NOT a propositional connective?:


A. dot


B. horseshoe


C. comma


D. tilde

C

Disjunctions are symbolized with a:


A. vee


B. horseshoe


C. parenthesis


D. dot

A

The ' ∨ ' sign is used to symbolize:


A. "Both . . . and . . ."


B. "Either . . . or . . . but not both."


C. "Either . . . or . . . or both."


D. "If . . . then . . ."

C

Which of the following is NOT an atomic statement?:


A. Sailing is an enjoyable sport for me.


B. Either Sue or Karen got the high score on the test.


C. I like chocolate better than butterscotch.


D. The Cincinnati Reds won their last game.

B

Which of the following is not a well-formed formula?:


A. (~P ≡ Q)


B. (P ⊃ (~Q))


C. ~~(P ∨ Q)


D. ~(P • ~Q)

B

In ' (B • (C ∨ ~D)) ', what is the main connective?:


A. ~


B. ∨


C. B


D. •

D

In ' (A ⊃ B) ',:


A. A provides a necessary condition for B.


B. A provides both a necessary and sufficient condition for B.


C. A provides a sufficient condition for B.


D. B provides a sufficient condition for A.

C

This statement:


You can't have tuberculosis without a fever


is best symbolized by:


A. ~(F ⊃ ~T)


B. (~F ⊃ T)


C. (~F ⊃ ~T)


D. (F ⊃ T)

C

This statement:


You can't have both the soup and the salad


is best symbolized by:


A. conditional


B. conjunction of two negations


C. negated conditional


D. negated conjunction

D

The terms 'operators' and 'connectives' are used in propositional logic to refer to:


A. completely different ideas


B. none of these answers is correct


C. non-logical symbols


D. the five basic ideas we symbolize

D

The ' • ' sign is used to symbolize:


A. "Both . . . and . . ."


B. "Either . . . or . . . but not both."


C. "If . . . then . . ."


D. "Either . . . or . . . or both."

A

Which of the following is not a well-formed formula?:


A. (~(A • B) ∨ C)


B. (~A ⊃ (B ∨ C))


C. ~(A ⊃ B) • C)


D. ~(A ≡ (B ∨ C))

C

Which of the following is an atomic statement?:


A. Sue is unhappy.


B. I like chocolate, strawberry and rocky road ice cream.


C. Mark and Karen play each other in tennis every Saturday.


D. The grass will die unless it rains.

C

The antecedent of a conditional statement:


A. gives a necessary condition for the consequent


B. gives a sufficient condition for the consequent


C. gives both a necessary and a sufficient condition for the consequent


D. gives no conditions for the consequent

B

This statement:


Neither pigs nor dogs can fly


is best symbolized by:


A. negated disjunction


B. negated biconditional


C. negated conjunction


D. double negation

A

This statement:


You can't be in both Chicago and New York


is best symbolized by:


A. negated biconditional


B. double negation


C. negated disjunction


D. negated conjunction

D