Critical Thinking Chapt 3

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Last updated 3:04 AM on 9/17/26
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42 Terms

1
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A deductive argument with true premises and a true conclusion must be ________

none of the above

2
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An argument with the following structure, "If P, then Q; not P; therefore, not Q" must be ________

deductively invalid due to denying the antecedent.

3
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The deductively valid argument form called modus tollens, or denying the consequent, has the form ________

If P, then Q; not Q; therefore, not P.

4
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The argument pattern, "If P, then Q; if Q, then R; therefore, if P, then R" is known as ________

hypothetical syllogism.

5
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If a premise relies on another premise in order to support the conclusion, then the two premises are said to be ________

dependent on each other.

6
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If an argument is valid but has a false conclusion, then it is also ________

unsound

7
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The argument form, "Either P or Q; P; therefore, not Q" is ________

invalid

8
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It is impossible for an argument to be valid and have ________

true premises and a false conclusion.

9
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"If Jane is a cardiologist, then she is a doctor; Jane is not a doctor; therefore, Jane is not a cardiologist." This argument adheres to the argument form ________

modus tollens.

10
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If you know that an argument is valid and that the conclusion is false, then you also know that ________

at least one of the premises is false.

11
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The fallacy of distorting, weakening, or oversimplifying someone's position so it can be more easily attacked or refuted is called ________

straw man

12
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The following argument pattern is invalid: ________

affirming the consequent.

13
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The following argument pattern is invalid: ________

denying the antecedent.

14
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An argument made up of three statements is called ________

a syllogism.

15
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If a deductive argument is made up of three statements, each of the two premises is true, and the conclusion is false it is called ________

invalid.

16
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The first statement in a conditional premise is called the antecedent.

True

17
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An argument must be deductively valid if all of its premises are true.

False

18
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A dependent premise is a premise that relies on at least one other premise to support the conclusion of the argument.

True

19
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An inductive argument that succeeds in providing probable support for its conclusion is said to be sound.

False

20
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Sound arguments always have true conclusions.

True

21
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A statement of the form "P or Q" is called a disjunction.

True

22
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If an argument is cogent, then its conclusion must be true.

True

23
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All sound arguments are valid.

True

24
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Inductive arguments attempt to establish that the conclusion is probably true.

True

25
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If a valid argument with three premises has a false conclusion, then all the premises must be false.

False

26
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Hypothetical syllogisms are also sometimes called 'chain arguments.'

True

27
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If a valid argument has a false conclusion, then at least one of its premises must be false.

True

28
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All strong inductive arguments are good arguments.

False

29
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All valid deductive arguments are good arguments.

False

30
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All cogent inductive arguments are good arguments.

True

31
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An argument intended to provide logically conclusive support for its conclusion is ________

deductive.

32
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The first step in investigating possible implicit premises is to ________

search for a credible premise that would make the argument valid.

33
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The best way to learn how to assess long passages containing an argument is to ________

practise.

34
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An independent premise offers support to a conclusion ________

without the help of any other premises.

35
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Because they guarantee the truth of the conclusion, inductively strong arguments are said to be truth-preserving.

False

36
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A deductively valid argument with true premises is said to be ________

Sound

37
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A valid argument is such that if its premises are true ________

its conclusion must be true.

38
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Either p or q; Not p; Therefore q. An argument with this structure is called ________

disjunctive syllogism.

39
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Terms that signal a deductive argument include ________

necessarily, it logically follows that.

40
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"If Toronto is the capital of Ontario, then Toronto is in Ontario. Toronto is in Ontario; Therefore, Toronto is the capital of Ontario." This argument is an example of ________

affirming the consequent.

41
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Modus Ponens

42
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Hypothetical syllogism