quiz 7 Flashcards

1
Q

Until this chapter, what kind of syllogisms have we been studying?

A

Categorical Syllogisms

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2
Q

Upon what does the validity of categorical syllogisms depend?

A

Upon the relationships among the terms in the syllogism

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3
Q

Upon what does the validity of hypothetical syllogisms depend?

A

Upon the relationship among the propositions in the syllogism

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4
Q

In what way is the word term used differently in hypothetical reasoning than in categorical reasoning?

A

We are referring to the whole propositions that we represent by the letters P, Q, etc.

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5
Q

In what way are the phrases major premise and minor premise used differently in the context of hypothetical
syllogisms than in the context of categorical syllogisms?

A

They are used for convenience. The first statement (if P, then Q) is the major premise. The second statement is the minor.

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6
Q

How is the major premise in a conditional syllogism constructed?

A

The major premise is a conditional statement (If . . . then).

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7
Q

How is the minor premise constructed?

A

The minor premise is a conditional statement affirming or denying an element of the major premise.

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8
Q

How is the minor premise constructed?

A

The minor premise is a conditional statement affirming or denying an element of the major premise.

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9
Q

Define the terms antecedent and consequent

A

Antecendent is the part that comes after the “if”. The Consequent is the part that comes after the “then” in a conditional statement.

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10
Q

What is the meaning of modus ponens, and why is it an appropriate label for the first valid mood?

A

Latin for “affirmative mood”, which means the antecendent is of the major premise is affirmed, thereby affirming the consequent.

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11
Q

What is the meaning of modus tollens, and why is it an appropriate label for the second valid mood?

A

Latin for “mood of denial”, which denies the consequent and thereby denying the antecedent.

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12
Q

Give the form of a modus ponens syllogism (use the letters P and Q).

A

If P, then Q. P. Therefore, Q

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13
Q

Give the form of a modus tollens syllogism (use the letters P and Q).

A

If P, then Q. Not Q. Therefore, not P.

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14
Q

Explain the Fallacy of Affirming the Consequent,

A

It means we are saying that the consequent is true. But just because the consequent is true, it doesn’t follow that the antecedent is.

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15
Q

Explain the Fallacy of Denying the Antecedent.

A

Just because the antecedent is false, it doesn’t follow that the consequent is false.

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16
Q

true or false

There are four valid moods of conditional syllogisms,

A

false

17
Q

true or false

One of the invalid moods is called the Fallacy of Affirming the Antecedent.

A

false

18
Q

true or false

A conditional syllogism and a conjunctive syllogism are both hypothetical syllogisms.

A

true

19
Q

true or false

The major premise in a hypothetical syllogism is the premise which contains the major term.

A

false

20
Q

true or false

The consequent is the proposition in a conditional statement that appears before the then.

A

false