Exam 4: Argument Analysis

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Which of the following arguments is a generalization?

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Is it always permissible to add another independent premise to an argument?

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If an argument is cogent, this means that:

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Generalization is:

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Which of the following diagrams is the best fit for this argument, given that the first proposition is the conclusion? (1) Extremely sarcastic people feel inadequate. (2) Extreme sarcasm is a form of unprovoked hostility. (3) Unprovoked hostility results from feelings of inadequacy.

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To provide evidence for a conclusion, an argument must have which two essential attributes?

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What is the conclusion of the following argument? For an object with mass to travel at the speed of light, an infinite amount of energy would be required, and in view of that fact, travel at the speed of light is impossible.

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Are inductive arguments or deductive arguments more likely to have true conclusions?

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If there are two strong arguments, can one be stronger than the other?

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Analogy is:

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What is the premise of the following argument? Since the proposed bill would be unfair to farmers, it should not be passed into law.

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In the diagram of an argument with dependent premises, the minimum number of arrows is:

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Which of the following diagrams is the best fit for this argument, given that the second and third propositions are conclusions? (1) Most soda contains high-fructose corn syrup. (2) Most soda tastes sweet. (3) Most soda can cause cavities.

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What is the implicit premise in the following argument? Being a friend requires honesty, so Laura isn't my friend.

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Can an argument be sound, but invalid?

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Which of the following is an argument? (I) It will probably rain tomorrow because a cold front is moving in. (II) It rained yesterday because a cold front moved in.

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Arguments can be distinguished from other sorts of discourse by the fact that they:

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Which of the following arguments is an analogy?

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Which of the following premises provides the strongest support for the conclusion that Lionel is greedy?

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Is every argument by analogy an inductive argument?

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