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Deductive Reasoning

Inductive logic begins with specfic examples and reaches a general conclusion.

Deductive logic takes a general conclusion and applies it to a specific situtation.

For instance, in the days after 9/11, analysts said that terrorist attacks have never been successful in achieving their aims. For this reason, America would overcome the effects of the terrorists' act.

In maintaining this, the analysts were using deductive logic. They were taking a general historic fact and applying it to a specific situtation. If we were to diagram the deductive argument, it would look like this:

The truth of such an argument depends on the truth of the major premise. If someone can provide a historical instance where terrorism did achieve its aims, then we'd have to revise our position. Similarly, we know that just because a terrorist act has not achieved its aim yet does not mean that no terrorist act ever will. Finally, if someone argues that the specific incident was not a terrorist action, we'd have to revise our position.

The quality of a deductive argument depends on the reader's willingness to accept our major premise. Additionally, our essay will have to prove that the minor premise is a subset of the major premise--in this case that the 9/11 attack was, in fact, a terrorist act. If the major premise is accepted as being true and the minor premise is accepted as being true, the conclusion must be true.

And that's the problem with deductive reasoning. There are not many statements that everyone will regard as true. Certainly, most of us will accept scientific statements as true, but the truth of science changes all the time. Consider this instance of deductive reasoning:

We can pretty much agree that the major premise is false, so we can also agree that the conclusion is false. Certainly, the minor premise is true. But the minor premise is not a subset of the major premise because the major premise is not true.

This example shows the weakness of deductive reasoning. We have trouble coming up with a major premise that is true at all times. Conditions change, knowledge changes, beliefs change. Thus, while we can still use deductive strategies to structure our arguments, we have to provide the evidence, the supports, to convince our readers that the major premise is true, that the minor premise is a subset of the major premise, and that the conclusion, therefore, is true.

If we employ a deductive strategy to argue for a tax increase for public education, we might arrange our argument in this way:

To simplify the argument, writers seldom discuss the major premise. Instead, because they feel that it will be recognized as the truth by their readers, they use a form of the kind of argument we've been discussing. This form is called an enthymeme, and it assumes that the audience will supply the major premise without our having to: because, our argument maintains, readers will assume that cities investing in public education benefit, we can assume that it's a given, rather than going to extremes to prove it before we even get to our argument.

Using a deductive strategy, the essay would probably be structured something like this:

While we can see the similarities as well as the differences in the deductive and inductive strategies, both employ both general and specific information to support their central theses. Further, both ways of organizing information reflect the ways that we experience and learn.

However, both systems have limitations. The conclusion in inductive logic depends on an inductive leap, a summing up of what the specific incidents mean. Deductive logic depends on finding a major premise that will be accepted as true by the average reader. Given the political, cultural, ethnic, and economic diversity of our culture, finding such a major premise can be difficult.


Induction

The Toulmin Method

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