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Arguments developed inductively can never be said to be unequivocally true or false,
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                               right or wrong, because drawing a conclusion based on specific instances can only pre-
                               dict, not prove. Thus, an inductive argument can sometimes be vulnerable — in particu-
                               lar, when there is an exception to the rule.
                                  Let’s consider an example from politics. An argument written in favor of a certain
              Argument
                               political candidate might be organized inductively around reasons that she is the best
                               qualified person for the job because of her views on military spending, financial aid for
                               college students, and states’ rights. However, the argument is vulnerable to an objection
                               that her views on, for instance, the death penalty or environmental issues weaken her
                               qualifications. Essentially, an argument structured inductively cannot lead to certainty,
                               only to probability.


                               Deduction
                               Deduction moves in the opposite direction — from a general statement to a specific
                               conclusion:

                                  MAJOR PREMISE  Exercise promotes better health.
                                  MINOR PREMISE  Swimming is exercise.
                                    CONCLUSION   Swimming promotes better health.

                               When you argue deductively, you reach a conclusion by starting with a general principle
                               or universal truth (a major premise) and applying it to a specific case (a minor premise).
                               Deductive reasoning is often structured as a syllogism, a logical structure that uses the
                               major premise and minor premise to reach a logical conclusion.
                                  The strength of deductive logic is that if the first two premises are true, then the con-
                               clusion is logically valid. Keep in mind, though, that if either premise is false (or question-
                               able in any way), then the conclusion is subject to challenge. Consider the following:

                                  MAJOR PREMISE  Celebrities are role models for young people.
                                  MINOR PREMISE  Kim Kardashian is a celebrity.
                                    CONCLUSION   Kim Kardashian is a role model for young people.

                               As you can see in this example, the conclusion is logically valid — but is it true? You can
                               challenge the conclusion by challenging the major premise — that is, whether all celebri-
                               ties are role models for young people.


                               Classical Argument
                               Classical rhetoricians outlined a five-part structure for an oratory, or speech, that writ-
                               ers still use today to develop their lines of reasoning, although perhaps not always
                               consciously. We refer to this structure as the classical argument:

                                •  The introduction (exordium) introduces the reader to the subject under discussion.
                                  Whether it is a single paragraph or several, the introduction draws the readers into
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               Uncorrected proofs have been used in this sample. Copyright © Bedford, Freeman & Worth Publishers.
                                     Distributed by Bedford, Freeman & Worth Publishers.
                                        For review purposes only. Not for redistribution.
          03_sheatlc4e_40925_ch02_058_111_4pp.indd   76                                                 8/9/22   2:54 PM
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