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Which kind of logical fallacy sometimes involves using a statistic in a misleading way? A. appeal to lack of evidence B. equivocation C. popular appeal D. hasty generalization
Which kind of logical fallacy sometimes involves using a statistic in a misleading way? answer: b.popular appeal often includes a premise that appeals to what is believed or done by the mainstream or the elite source: › [ Fallacies of Relevance › Irrelevant Appeals ]
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User: Which kind of logical fallacy sometimes involves using a statistic in a misleading way? A. appeal to lack of evidence B. equivocation C. popular appeal D. hasty generalization

Weegy: Which kind of logical fallacy sometimes involves using a statistic in a misleading way? answer: b.popular appeal often includes a premise that appeals to what is believed or done by the mainstream or the elite source: › [ Fallacies of Relevance › Irrelevant Appeals ]
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User: What is a syllogism? A. a play written by Sophocles B. a logical sequence created by Aristotle C. a proposition that is valid D. a system of thought analysis

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Asked 7/11/2013 7:35:27 PM
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What is a syllogism? A. a play written by Sophocles B. a logical sequence created by Aristotle C. a proposition that is valid D. a system of thought analysis
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Which kind of logical fallacy sometimes involves using a statistic in a misleading way?appeal to lack of evidence equivocation popular appeal hasty generalization
Weegy: Kind of logical fallacy sometimes involves using a statistic in a misleading way: hasty generalization. Hasty generalization (fallacy of insufficient statistics, fallacy of insufficient sample, fallacy of the lonely fact, leaping to a conclusion, [ hasty induction, secundum quid, converse accident) – basing a broad conclusion on a small sample. ] (More)
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Weegy: Mr. Stephens and Ms. Richards conducted a survey of their English classes to find that students scored an average of 68% on the final for semester one. Which kind of statistic is offered? A. inferential ***inferential statistics. [ [ This is a set of methods used to make a generalization, estimate, prediction or decision. ] ] (More)
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