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An Introduction to Critical Thinking and Creativity - always yours

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180 FALLACIES<br />

the question. Murder, after all, is a wrongful killing, hence stating that abortion<br />

is murder already assumes that abortion is wrong.<br />

• Biased sample: Using a biased sample is fallacious because the results of<br />

a biased sample cannot be reliably generalized <strong>to</strong> a larger population. A biased<br />

sample is a sample that has been selected in a way that makes it unrepresentative<br />

of the group it is meant <strong>to</strong> reflect. For example, a survey might<br />

be held in which people near a church on Sunday are asked if they believe<br />

in God. If this survey is then reported <strong>to</strong> represent the general population,<br />

the results will be deceptive, because the people near a church on Sunday<br />

are more likely <strong>to</strong> believe in God than are the general population. Perhaps<br />

80% of people near a church on a Sunday believe in God, but only 50% of<br />

the entire population believe in God.<br />

• Complex question: Also kfiüwn as a loaded question. This is a question that<br />

inappropriately presupposes certain facts in a certain context, in such a way<br />

that a simple yes or no answer cannot suffice <strong>to</strong> deny the presupposed facts.<br />

For example, the question "Do you still cheat on tests?" presupposes that<br />

the person being asked used <strong>to</strong> cheat on tests. If he says no, he implicitly<br />

confirms that he used <strong>to</strong> cheat on tests, <strong>and</strong> if he says yes, he confirms that<br />

he used <strong>to</strong> cheat on tests <strong>and</strong> further states that he is still cheating on tests.<br />

The question is entirely proper if being asked in a conversational context<br />

where it is known that the person being asked has cheated before. But in<br />

a context where this has not been accepted, the question is fallacious. To<br />

avoid the fallacy, one can break the original question in<strong>to</strong> two parts: "Have<br />

you cheated on tests in the past? If so, do you still cheat?"<br />

• Composition: Assuming that the whole contains the same properties as<br />

each of its parts individually contain. For example, you may think that chocolate<br />

tastes good, cheese tastes good, <strong>and</strong> beer tastes good, but it doesn't follow<br />

that if you make a dessert consisting of chocolate, cheese, <strong>and</strong> beer, that<br />

it will taste good <strong>to</strong> you. The whole may have a radically different character<br />

than the constituent parts considered separately.<br />

• Denying the antecedent: The fallacy of deducing "not-Q" from the premises<br />

"if P then Q" <strong>and</strong> "not-P". Example: If there is God, then there is a hell.<br />

There is no God. So hell does not exist.<br />

• Division: The fallacy of assuming that each part of a whole contains the<br />

same properties as the whole itself. For example, it would be a mistake <strong>to</strong><br />

assume that all the components of a fast car are themselves fast or that all<br />

the brushstrokes of a beautiful painting are themselves beautiful. The whole<br />

is more than (or less than, or otherwise different from) the sum of its parts.<br />

• Equivocation: Equivocation consists of changing the meaning of a word in<br />

the course of an argument, without acknowledging the change in meaning.<br />

For example, someone might argue that there is no need for legislation ensuring<br />

the equal treatment of citizens, because people are naturally differ-

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