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5 Written questions

5 Matching questions

  1. only
  2. minor term
  3. distributed
  4. standard form
  5. Directions for a Complete Analysis plus Evaluation
  1. a in a categorical syllogism, the subject term of the conclusion, which is also present in one of the premises
  2. b 'only' term that refers to the predicate term
  3. c in a categorical claim, a subject or predicate term that concerns every member of the group that the subject or predicate term represents
  4. d Step 1: Basic Analysis
    Step 2: Argument » Fallacy
    Step 3: If argument does not commit a fallacy » Diagram + verify that the diagram is consistent
    Step 4: Kind of Argument
    (deductive » truth-functional/categorical)
    (inductive » analogical, causal, inductive generalization)
    Step 5: Evaluate
    (If categorical » state syllogism in standard form + demonstrate valid/invalid using
    1. Venn diagram or
    2. rules for valid syllogisms)
  5. e the form of presenting categorical claims following the formal rules of their expression

5 Multiple choice questions

  1. in a categorical syllogism, the term that occurs in both premises but is absent from the conclusion
  2. 1. The middle term must be distributed at least once
  3. in a categorical syllogism, the predicate term of the conclusion, which is also present in one of the premises
  4. 5. A valid argument cannot have two universal premises when the conclusion is particular
  5. the term beginning a standard form categorical claimm, which indicates the quantity and quality of the claim

5 True/False questions

  1. enthymeme'only' term that refers to the predicate term

          

  2. copula'only' term that refers to the predicate term

          

  3. Venn diagrama diagram of overlapping circles used to represent the relationship between categorical claims

          

  4. Rules for Valid Syllogismsa common type of categorical argument, containing two premises and a conclusion

          

  5. Rules for Valid Syllogisms3. If a premise is negative, the conclusion must be negative, and vice versa