1. Un-rules for Good Writing 1. Don’t use no double negatives. 2. Make each pronoun agree with their antecedent. 3. Join clauses good like a conjunction should. 4. About them sentence fragments. Slide 5.1

2. 5. When dangling, watch your participles. 6. Verbs has to agree with their subject. 7. Just between you and I, case is important too. 8. Don’t write run-on sentences they are hard to read. Slide 5.2

3. 9. Don’t use commas, that aren’t necessary. 10. Try to not ever split infinitives. 11. Its’ important to use your apostrophes correctly. 12. Proofread your writing to see if you any words out. Slide 5.3

4. 13. Correct spelling is esential. 14. A preposition is a poor word to end a sentence with. Slide 5.4

5. Pseudo-Statements l Not tested by degree of correspondence with actual events Slide 5.5A

6. Pseudo-Statements l Not tested by degree of correspondence with actual events statements that assert that one term may be substituted for another 1. Definitions: Slide5.5B

7. Pseudo-Statements l Not tested by degree of correspondence with actual events statements that assert that one term may be substituted for another 1. Definitions: (evaluated for usefulness) Slide5.5

8. Pseudo Statements  People are lazy because they are unmotivated.  Charismatic leaders are hopeful because they are optimistic.  Sensationalism in the news uses exaggerations. 2. Tautologies: statements that must be true by their very construction Slide 5.6

9. 3. Contradictions: statements that must be false due to their very construction A noisy quiet original copy “fresh frozen” Bosnian government jumbo shrimp Pseudo Statements Slide5.7

10. Slide 5.8 Categorical Syllogism F Major Premise: All men are mortal F Minor premise: Socrates is a man F Conclusion: (Therefore,) Socrates is mortal

11. Men Things that are Mortal Euler’s Circles Slide 5.9A

12. Socrates Men Things that are Mortal Euler’s Circles Slide 5.9B

13. Socrates Men Things that are Mortal Major Term Euler’s Circles Slide 5.9C

14. Socrates Men Things that are Mortal Minor Term Major Term Euler’s Circles Slide 5.9D

15. Socrates Men Things that are Mortal Minor Term Middle Term Major Term Euler’s Circles Slide 5.9

16. Conditional Syllogism Forms v Major Premise: If p, then q v Minor Premise: p or not q v Conclusion: q not p Slide 5.10

17. Logic of the Conditional Syllogism v Major Premise: If a newscaster is credible, then the news broadcast will be respected by the public v Minor Premise: A newscaster is credible v Conclusion: the news broadcast will be respected by the public Slide 5.11

18. Logic of Using Hypotheses Slide 5.12 v Major Premise: If a newscaster is credible, then the news broadcast will be respected by the public v Minor Premise: the news broadcast is not respected by the public Conclusion: A newscaster is not credible

19. Denying the Antecedent in Research v Major Premise: If a newscaster is credible, then the news broadcast will be respected by the public v Minor Premise: A newscaster is not credible v Conclusion: the news broadcast still may be respected because it has a strong public affairs division Slide 5.13

20. Affirming the Consequent Research v Major Premise: If the RCQ is a valid measure, then much valuable research will have been spawned v Minor Premise: much valuable research has been spawned v Conclusion: the RCQ is a valid measure Slide 5.14

21. Errors in Research Arguments l Fallacies of Overgeneralization Hasty Generalizations Extrapolation l Fallacies of Distraction Personal Attacks Appeals to Authority Appeals to Ignorance l Begging the Question Slide 5.15