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Forms of Argumentation

A Few Quick Terms to Discuss with Pages
   479-481 (The Prentice Hall Reader)
Inductive Reasoning
 Specific Evidence  Generalized Conclusion
 Focuses on examples
 “Hides” the thesis until the reader is involved.
 Works well for a thesis that may automatically be
 rejected by readers.
Deductive Reasoning
 Claim or Assumption  Evidence and Support
 Gives thesis early and then provides the support
  for that conclusion.
 Runs the risk of alienating readers. Use the
  introduction to engage readers.
Syllogism
 Simplest form of deductive argument.
 Asserts that a major premise/assumption is true. A
  minor premise/assumption is also true. This means
  that the logical conclusion is proven to be true.
 Example:
   Major Premise = All people should have equal
    opportunities.
   Minor Premise = Minorities are people.
   Conclusion = Minorities should have equal opportunities.
Notes on Syllogisms
 Most arguments cannot be reduced to a
  syllogism. This is the most basic logic, and we
  rarely work that way.
 Although a syllogism may not be the framework
  for an argument, it can often be integral to the
  argument.
 Break down deductive arguments to look for a
  basic syllogism.
Endings
 END DECISIVELY!
 Call to Action
 Reinforce thesis
 Thought-provoking question
 Powerful image
 Final reminders

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Forms of argumentation

  • 1. Forms of Argumentation A Few Quick Terms to Discuss with Pages 479-481 (The Prentice Hall Reader)
  • 2. Inductive Reasoning  Specific Evidence  Generalized Conclusion  Focuses on examples  “Hides” the thesis until the reader is involved. Works well for a thesis that may automatically be rejected by readers.
  • 3. Deductive Reasoning  Claim or Assumption  Evidence and Support  Gives thesis early and then provides the support for that conclusion.  Runs the risk of alienating readers. Use the introduction to engage readers.
  • 4. Syllogism  Simplest form of deductive argument.  Asserts that a major premise/assumption is true. A minor premise/assumption is also true. This means that the logical conclusion is proven to be true.  Example:  Major Premise = All people should have equal opportunities.  Minor Premise = Minorities are people.  Conclusion = Minorities should have equal opportunities.
  • 5. Notes on Syllogisms  Most arguments cannot be reduced to a syllogism. This is the most basic logic, and we rarely work that way.  Although a syllogism may not be the framework for an argument, it can often be integral to the argument.  Break down deductive arguments to look for a basic syllogism.
  • 6. Endings  END DECISIVELY!  Call to Action  Reinforce thesis  Thought-provoking question  Powerful image  Final reminders