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A good debater can recognise the most common and perilous fallacies of logic and rhetoric. Many good examples can be found in politics, because politicians are so often obliged to justify two contradictory propositions. Among these fallacies are:
So-and-so is a great general, he was told. What is the definition of a great general? Fermi characteristically asked. I guess it's a general who's won many consecutive battles. How many? After some back and forth, they settled on five. What fraction of American generals are great? After some more back and forth, they settled on a few percent.
But imagine, Fermi rejoined, that there is no such thing as a great general, that all armies are equally matched, and that winning a battle is purely a matter of chance. Then the chance of winning one battle is one out of two, or 1/2, two battles l/4, three l/8, four l/16, and five consecutive battles 1/32 - which is about 3 percent. You would expect a few percent of American generals to win five consecutive battles - purely by chance. Now, has any of them won ten consecutive battles ...?
Knowing the existence of such logical and rhetorical fallacies
rounds out our debating skills. Like all skills, such knowledge can be
misused, applied out of context, or even employed as a rote alternative
to thinking. But applied judiciously, it can make all the difference in
a debate - not least in evaluating our own arguments before we present
them to others.
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