Deck 1: Basic Concepts
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Deck 1: Basic Concepts
1
Logic is the study of
A) the way people reason.
B) methods for evaluating arguments.
C) techniques for winning arguments.
D) ways to represent English statements in symbols.
A) the way people reason.
B) methods for evaluating arguments.
C) techniques for winning arguments.
D) ways to represent English statements in symbols.
methods for evaluating arguments.
2
As understood by logicians, an argument is
A) a set of statements, one of which is supported by the others.
B) a verbal dispute between two or more people.
C) a major contributing factor to the high rate of divorce in the United States.
D) a sentence that is either true or false.
A) a set of statements, one of which is supported by the others.
B) a verbal dispute between two or more people.
C) a major contributing factor to the high rate of divorce in the United States.
D) a sentence that is either true or false.
a set of statements, one of which is supported by the others.
3
The primary purpose(s) of argument is(are)
A) to persuade others to share our views.
B) to discover the truth about something.
C) to intimidate one's opponent.
D) both to persuade others to share our views, and to discover the truth about something.
A) to persuade others to share our views.
B) to discover the truth about something.
C) to intimidate one's opponent.
D) both to persuade others to share our views, and to discover the truth about something.
both to persuade others to share our views, and to discover the truth about something.
4
A sound argument is one that is valid and
A) has a true conclusion.
B) has at least one true premise.
C) has all true premises.
D) is accepted by most people.
A) has a true conclusion.
B) has at least one true premise.
C) has all true premises.
D) is accepted by most people.
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5
A term is
A) a 15-week semester of college.
B) a word or phrase that stands for a class.
C) a length of time in public office.
D) a pattern of reasoning.
A) a 15-week semester of college.
B) a word or phrase that stands for a class.
C) a length of time in public office.
D) a pattern of reasoning.
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6
A counterexample to an argument form is a substitution instance whose
A) premises and conclusion are well-known truths.
B) premises are well-known falsehoods.
C) premises are well-known truths and conclusion a well-known falsehood.
D) conclusion is a well-known falsehood.
A) premises and conclusion are well-known truths.
B) premises are well-known falsehoods.
C) premises are well-known truths and conclusion a well-known falsehood.
D) conclusion is a well-known falsehood.
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7
The statement "Pat is a mother only if Pat is a woman" is a stylistic variant of which type of statement?
A) disjunction
B) conditional
C) negation
D) conjunction
A) disjunction
B) conditional
C) negation
D) conjunction
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8
Which of the following argument forms is not valid?
A) modus tollens
B) hypothetical syllogism
C) affirming the consequent
D) disjunctive syllogism
A) modus tollens
B) hypothetical syllogism
C) affirming the consequent
D) disjunctive syllogism
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9
The fallacy of affirming the consequent has the following form:
A) If A, then B; Not A; So, not B.
B) If A, then B; Not B; So, not A.
C) If A, then B; A; So, B.
D) If A, then B; B; So, A.
A) If A, then B; Not A; So, not B.
B) If A, then B; Not B; So, not A.
C) If A, then B; A; So, B.
D) If A, then B; B; So, A.
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10
A disjunctive syllogism has the following form:
A) Either A or B; Not A; So, B.
B) If A, then C; If B, then D; Either A or B; So, either C or D.
C) If A, then B; If B, then C; So, if A, then C.
D) Either A or B; A; So, not B.
A) Either A or B; Not A; So, B.
B) If A, then C; If B, then D; Either A or B; So, either C or D.
C) If A, then B; If B, then C; So, if A, then C.
D) Either A or B; A; So, not B.
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11
If an argument is strong, then
A) its premises are all true.
B) it is improbable (but possible) that the conclusion is false on the assumption that the premises are true.
C) it is impossible for the conclusion to be false on the assumption that the premises are true.
D) the conclusion is true.
A) its premises are all true.
B) it is improbable (but possible) that the conclusion is false on the assumption that the premises are true.
C) it is impossible for the conclusion to be false on the assumption that the premises are true.
D) the conclusion is true.
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12
Inductive logic is concerned with methods of evaluating arguments for
A) strength and weakness.
B) cogency and uncogency.
C) validity and invalidity.
D) soundness and unsoundness.
A) strength and weakness.
B) cogency and uncogency.
C) validity and invalidity.
D) soundness and unsoundness.
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13
"Davy Crockett was executed by Santa Ana." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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14
"The moon is made of bleu cheese." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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15
"Will Jean will the election?" This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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16
"Let's go home now." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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17
"Buttercup is a yellow parakeet." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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18
"Pigs can fly." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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19
"Eat your vegetables." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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20
Identify the following as valid, invalid, strong, or weak: "All men are mortal. Socrates is mortal. ∴ Socrates is a man."
A) valid
B) invalid
C) strong
D) weak
A) valid
B) invalid
C) strong
D) weak
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21
Identify the following as valid, invalid, strong, or weak: "No one has ever run a three-minute mile. ∴ No one ever will."
A) valid
B) invalid
C) strong
D) weak
A) valid
B) invalid
C) strong
D) weak
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22
Identify the following as valid, invalid, strong, or weak: "If Pete passes the class, then so will Sharon. But, Pete didn't pass the class. ∴ Sharon did not pass the class."
A) valid
B) invalid
C) strong
D) weak
A) valid
B) invalid
C) strong
D) weak
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23
Identify the following as valid, invalid, strong, or weak: "Approximately 43 percent of pet owners in America own a dog. Ron is a pet owner, so he must have a dog."
A) valid
B) invalid
C) strong
D) weak
A) valid
B) invalid
C) strong
D) weak
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24
Identify the following as valid, invalid, strong, or weak: "Either Williams will win the election or Jarboe will win it. If Williams wins the election, then recycling will become mandatory. If Jarboe wins the election, then universal garbage collection will become mandatory. So, either recycling or universal garbage collection will become mandatory."
A) valid
B) invalid
C) strong
D) weak
A) valid
B) invalid
C) strong
D) weak
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25
Which of the following is a statement?
A) "Close the door."
B) "Let's have lunch."
C) "I'm not hungry."
D) "What did you say?"
A) "Close the door."
B) "Let's have lunch."
C) "I'm not hungry."
D) "What did you say?"
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26
A premise of an argument is
A) a statement intended to provide support for another statement.
B) an underlying assumption.
C) the statement that is being affirmed on the basis of others.
D) a word or phrase whose purpose is to persuade.
A) a statement intended to provide support for another statement.
B) an underlying assumption.
C) the statement that is being affirmed on the basis of others.
D) a word or phrase whose purpose is to persuade.
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27
The main feature of a valid argument is
A) it is possible for the conclusion to be true.
B) it is not necessary that if the premises are true, then the conclusion is true.
C) it is necessary that if the premises are true, then the conclusion is true.
D) it is not possible for the conclusion to be false.
A) it is possible for the conclusion to be true.
B) it is not necessary that if the premises are true, then the conclusion is true.
C) it is necessary that if the premises are true, then the conclusion is true.
D) it is not possible for the conclusion to be false.
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28
An argument form is
A) a word or phrase that stands for a class.
B) a pattern of reasoning.
C) a statement that is used as a premise.
D) a worksheet for identifying the premises and conclusion of an argument.
A) a word or phrase that stands for a class.
B) a pattern of reasoning.
C) a statement that is used as a premise.
D) a worksheet for identifying the premises and conclusion of an argument.
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29
Which of the following is a substitution instance of the argument form "All A are B; No B are C; So, no
A are C"?
A) All fish are dogs; No dogs are mammals; So, no fish are mammals.
B) All mammals are dogs; No mammals are fish; So, no fish are dogs.
C) All dogs are fish; No dogs are mammals; So, no fish are mammals.
D) All dogs are mammals; No fish are mammals; So, no dogs are fish.
A are C"?
A) All fish are dogs; No dogs are mammals; So, no fish are mammals.
B) All mammals are dogs; No mammals are fish; So, no fish are dogs.
C) All dogs are fish; No dogs are mammals; So, no fish are mammals.
D) All dogs are mammals; No fish are mammals; So, no dogs are fish.
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30
Which of the following is an example of a conditional statement?
A) Either Bob or Jim will ask Mary to the dance.
B) All whales are mammals.
C) It's not the case that Sue loves Bill.
D) If Pamela loves Joe, then Joe loves Pamela.
A) Either Bob or Jim will ask Mary to the dance.
B) All whales are mammals.
C) It's not the case that Sue loves Bill.
D) If Pamela loves Joe, then Joe loves Pamela.
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31
The argument form "If A then B; Not B; So, not A" is called
A) modus tollens.
B) constructive dilemma.
C) hypothetical syllogism.
D) modus ponens.
A) modus tollens.
B) constructive dilemma.
C) hypothetical syllogism.
D) modus ponens.
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32
The fallacy of denying the antecedent has the following form:
A) If A, then B; Not A; So, not B.
B) If A, then B; Not B; So, not A.
C) If A, then B; A; So, B.
D) If A, then B; B; So, A.
A) If A, then B; Not A; So, not B.
B) If A, then B; Not B; So, not A.
C) If A, then B; A; So, B.
D) If A, then B; B; So, A.
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33
A hypothetical syllogism has the following form:
A) If A, then B; Not B; So, not A.
B) If A, then B; If B, then C; So, if A, then C.
C) If A, then C; If B, then D; Either A or B; So, either C or D.
D) Either A or B; Not A; So, B.
A) If A, then B; Not B; So, not A.
B) If A, then B; If B, then C; So, if A, then C.
C) If A, then C; If B, then D; Either A or B; So, either C or D.
D) Either A or B; Not A; So, B.
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34
When "or" is taken in the exclusive sense, the statement "We'll go swimming or hiking" says what?
A) We are definitely going swimming.
B) We are definitely going hiking.
C) We'll go swimming or hiking, but not both.
D) We'll go swimming or hiking; maybe both.
A) We are definitely going swimming.
B) We are definitely going hiking.
C) We'll go swimming or hiking, but not both.
D) We'll go swimming or hiking; maybe both.
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35
A cogent argument
A) is valid and has all true premises.
B) has all true premises.
C) is strong and has all true premises.
D) cannot have a false conclusion.
A) is valid and has all true premises.
B) has all true premises.
C) is strong and has all true premises.
D) cannot have a false conclusion.
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36
"Don't go in the water." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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37
"My brother has a cat named Sully." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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38
"Go to your room!" This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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39
"Assuming that Peter gets a B on the test, he'll pass the class." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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40
"Are we there yet?" This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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41
"You don't have any brothers or sisters, do you?" This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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42
"The death penalty is morally wrong." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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43
"Chocolate ice cream is better than strawberry." This is
A) a statement.
B) not a statement.
A) a statement.
B) not a statement.
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44
Identify the following as valid, invalid, strong, or weak: "If whales are fish, they are cold-blooded. Whales aren't cold-blooded. ∴ Whales are not fish."
A) valid
B) invalid
C) strong
D) weak
A) valid
B) invalid
C) strong
D) weak
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45
Identify the following as valid, invalid, strong, or weak: "60 percent of Volvos ever made are still running. ∴ My father's Volvo still runs."
A) valid
B) invalid
C) strong
D) weak
A) valid
B) invalid
C) strong
D) weak
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46
Identify the following as valid, invalid, strong, or weak: "Assuming Betty's flight leaves on time, she will arrive in Seattle at 6:00 p.m. Betty's flight did leave on time, so she will arrive in Seattle at 6:00 p.m."
A) valid
B) invalid
C) strong
D) weak
A) valid
B) invalid
C) strong
D) weak
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47
Identify the following as valid, invalid, strong, or weak: "Peter has been at bat two times per game in each of the last ten games. He struck out every time he was at bat! So, he'll probably strike out the next time he's at bat."
A) valid
B) invalid
C) strong
D) weak
A) valid
B) invalid
C) strong
D) weak
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48
Identify the following as valid, invalid, strong, or weak: "We can take a vacation in the Bahamas only if we save enough money. We've saved enough money, so now we can take a vacation in the Bahamas!"
A) valid
B) invalid
C) strong
D) weak
A) valid
B) invalid
C) strong
D) weak
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49
All sentences are statements.
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50
An argument is any set of statements.
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51
Some arguments are false.
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52
All
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53
Every argument intends to guarantee the truth of its conclusion.
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54
All valid arguments have
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55
A premises.
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56
Any argument with a
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57
Every argument with a valid form is valid.
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58
The statement "If Archarcharch wins the Belmont Stakes, then Archarcharch will be a Triple Crown winner" is a disjunction.
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59
A conditional statement is the same thing as a hypothetical statement.
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60
When understood in the inclusive sense, "Either A or B" means "Either A or B (but not both)."
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61
If an argument form is invalid, then so is every substitution instance of that argument form.
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62
Any argument that is a substitution instance of affirming the consequent is a valid argument.
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63
A category statement asserts some relation between sets or collections of things.
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64
All weak arguments have false conclusions.
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65
All weak arguments are uncogent.
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66
Strong arguments with all
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67
A statement is either .
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68
All arguments have more than one premise.
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69
Commands are not statements.
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70
An argument's conclusion is affirmed on the basis of its premises.
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71
Some arguments intend demonstrating their conclusions to be probably
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72
All sound arguments have
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73
An invalid argument can have false premises and a
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74
The conclusion of a valid argument may be false.
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75
The conclusion of an unsound argument must be false.
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76
More than one argument can have the same form.
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77
An argument that results from uniformly replacing letters in an argument form with terms or statements is a substitution instance of that form.
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78
In "If Suzie goes to the party, then John will go," the antecedent is "Suzie goes to the party."
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79
The statements comprising an "either-or" sentence are called disjuncts.
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80
A counterexample proves that an argument form is invalid.
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