Deck 3: Making Sense of Arguments

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Question
Generally speaking, an argument is said to be _______ when it succeeds in showing that a statement is worthy of acceptance.

A) good
B) strong
C) valid
D) sound
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Question
A deductively valid argument cannot have _______ premises and a _______ conclusion.

A) true; false
B) false; false
C) false; true
D) true; true
Question
An independent premise offers support to a conclusion

A) with the help of another premise.
B) without the help of any other premises.
C) with implied premises.
D) without implied premises.
Question
How is the argument form known as modus tollens symbolized?

A) If p, then q. q. Therefore, p.
B) If p, then q. If q, then r. Therefore, if p, then r.
C) Either p or q. Not p. Therefore, q.
D) If p, then q. Not q. Therefore, not p.
Question
An argument with this form-"If p, then q. If q, then r. Therefore, if p, then r"-is known as

A) modus tollens.
B) hypothetical syllogism.
C) modus ponens.
D) disjunctive syllogism.
Question
This argument-"If you're eighteen, you're eligible to vote. But you're only seventeen. You're not eligible to vote"-is

A) invalid.
B) strong.
C) valid.
D) weak.
Question
A deductive argument made up of three statements-two premises and a conclusion-is called a

A) disjunction.
B) hypothetical.
C) conditional.
D) syllogism.
Question
Detailed argument diagramming is always helpful in assessing arguments.
Question
The argument form known as affirming the consequent is not valid.
Question
Persuading people to agree with you is not the same as presenting them with a good argument.
Question
A deductively valid argument is such that its conclusion must be true regardless of the truth of its premises.
Question
Argument forms are not distinct from argument content.
Question
When diagramming an argument, the first step is to make a note of any premise or conclusion indicator words.
Question
If a deductively valid argument has a false conclusion, you can infer that at least one of the premises is false.
Question
Affirming the antecedent is another name for modus ponens.
Question
The counterexample method is used to determine whether an argument is valid or invalid.
Question
The second part of a conditional statement is known as the antecedent.
Question
Only a small portion of an argumentative passage may contain statements that serve as the premises and conclusion.
Question
The kind of support that a deductive argument can give a conclusion is absolute.
Question
Inductively strong arguments are said to be truth-preserving because of the way they guarantee the truth of their conclusions.
Question
The first step in determining whether an argument is deductive or inductive is to find the argument's conclusion and then its premises.
Question
The first statement in a conditional premise is known as the consequent.
Question
Modus ponens is the only argument form that is both valid and invalid.
Question
A condition can either be necessary or sufficient, but it cannot be both.
Question
The argument form-"If p, then q. Not p. Therefore, not q"-is valid.
Question
The argument form-"If p, then q. Not q. Therefore, not p"-is valid.
Question
What are the two basic forms of argument? How are these forms similar? How are they different?
Question
What is the procedure for determining whether an argument is deductive or inductive, valid or invalid, and strong or weak?
Question
According to the text, what is the difference between persuasion and argument?
Question
What does it mean for an argument to be valid or invalid? What does it mean for an argument to be strong or weak?
Question
What are two major differences between the argument form known as modus tollens and denying the antecedent? Which form is valid?
Question
What is the counterexample method and how is it applied to arguments?
Question
Why is it useful to know basic argument forms? Are the differences in the forms based on content?
Question
According to the text, what are the four basic steps in assessing a long argument?
Question
What is the difference between necessary and sufficient conditions? Provide an example to illustrate the difference.
Question
What are the steps involved in diagramming an argument? Provide a sample argument to illustrate the steps in your answer.
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Deck 3: Making Sense of Arguments
1
Generally speaking, an argument is said to be _______ when it succeeds in showing that a statement is worthy of acceptance.

A) good
B) strong
C) valid
D) sound
good
2
A deductively valid argument cannot have _______ premises and a _______ conclusion.

A) true; false
B) false; false
C) false; true
D) true; true
true; false
3
An independent premise offers support to a conclusion

A) with the help of another premise.
B) without the help of any other premises.
C) with implied premises.
D) without implied premises.
without the help of any other premises.
4
How is the argument form known as modus tollens symbolized?

A) If p, then q. q. Therefore, p.
B) If p, then q. If q, then r. Therefore, if p, then r.
C) Either p or q. Not p. Therefore, q.
D) If p, then q. Not q. Therefore, not p.
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5
An argument with this form-"If p, then q. If q, then r. Therefore, if p, then r"-is known as

A) modus tollens.
B) hypothetical syllogism.
C) modus ponens.
D) disjunctive syllogism.
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6
This argument-"If you're eighteen, you're eligible to vote. But you're only seventeen. You're not eligible to vote"-is

A) invalid.
B) strong.
C) valid.
D) weak.
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7
A deductive argument made up of three statements-two premises and a conclusion-is called a

A) disjunction.
B) hypothetical.
C) conditional.
D) syllogism.
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8
Detailed argument diagramming is always helpful in assessing arguments.
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9
The argument form known as affirming the consequent is not valid.
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10
Persuading people to agree with you is not the same as presenting them with a good argument.
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11
A deductively valid argument is such that its conclusion must be true regardless of the truth of its premises.
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12
Argument forms are not distinct from argument content.
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13
When diagramming an argument, the first step is to make a note of any premise or conclusion indicator words.
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14
If a deductively valid argument has a false conclusion, you can infer that at least one of the premises is false.
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15
Affirming the antecedent is another name for modus ponens.
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16
The counterexample method is used to determine whether an argument is valid or invalid.
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17
The second part of a conditional statement is known as the antecedent.
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18
Only a small portion of an argumentative passage may contain statements that serve as the premises and conclusion.
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19
The kind of support that a deductive argument can give a conclusion is absolute.
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20
Inductively strong arguments are said to be truth-preserving because of the way they guarantee the truth of their conclusions.
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21
The first step in determining whether an argument is deductive or inductive is to find the argument's conclusion and then its premises.
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22
The first statement in a conditional premise is known as the consequent.
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23
Modus ponens is the only argument form that is both valid and invalid.
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24
A condition can either be necessary or sufficient, but it cannot be both.
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25
The argument form-"If p, then q. Not p. Therefore, not q"-is valid.
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26
The argument form-"If p, then q. Not q. Therefore, not p"-is valid.
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27
What are the two basic forms of argument? How are these forms similar? How are they different?
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28
What is the procedure for determining whether an argument is deductive or inductive, valid or invalid, and strong or weak?
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29
According to the text, what is the difference between persuasion and argument?
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30
What does it mean for an argument to be valid or invalid? What does it mean for an argument to be strong or weak?
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31
What are two major differences between the argument form known as modus tollens and denying the antecedent? Which form is valid?
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32
What is the counterexample method and how is it applied to arguments?
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33
Why is it useful to know basic argument forms? Are the differences in the forms based on content?
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34
According to the text, what are the four basic steps in assessing a long argument?
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35
What is the difference between necessary and sufficient conditions? Provide an example to illustrate the difference.
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36
What are the steps involved in diagramming an argument? Provide a sample argument to illustrate the steps in your answer.
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