Philosophy Class Web Site -- University of Northern Colorado

Date Due	Extra Credit Assignment
Monday, February 26	Set I: The even-lettered items in Problem 1 on p. 107 of Mates's Elementary Logic. Set II: Problem 2 on p. 108 of Mates's Elementary Logic. Set III: Problem 6 on p. 108 of Mates's Elementary Logic. Set IV: Items (a)-(f) in Problem 7 on p. 109 of Mates's Elementary Logic. Set V: Items (g)-(k) in Problem 7 on p. 109 of Mates's Elementary Logic. Set VI: Problem 8 on p. 109 of Mates's Elementary Logic. Set VII: Problem 11 on p. 110 of Mates's Elementary Logic. Set VIII: Theorems 56-65 on p. 105 of Mates's Elementary Logic. Set IX: Theorems 70-80 on pp. 105-106 of Mates's Elementary Logic.
Friday, April 13	Set X: Problem 3 on p. 130 of Mates's Elementary Logic. Set XI: Problem 4 on p. 130 of Mates's Elementary Logic. Set XII: Problem 5 on p. 131 of Mates's Elementary Logic. Set XIII: Problem 7 on p. 131 of Mates's Elementary Logic. Set XIV: Problems 10 & 11 on pp. 131-132 Mates's Elementary Logic. Set XV: Problem 7 on p. 52 of Mates's Elementary Logic. Set XVI: Prove metatheoretical generalization #3 at the bottom of p. 65 in Mates's Elementary Logic. Set XVII: Prove metatheoretical generalization #5 at the bottom of p. 65 in Mates's Elementary Logic. Set XVIII: Problem 9 on p. 68 of Mates's Elementary Logic.

Date Due

Extra Credit Assignment

Monday, February 26

Set I: The even-lettered items in Problem 1 on p. 107 of Mates's Elementary Logic.
Set II: Problem 2 on p. 108 of Mates's Elementary Logic.
Set III: Problem 6 on p. 108 of Mates's Elementary Logic.
Set IV: Items (a)-(f) in Problem 7 on p. 109 of Mates's Elementary Logic.
Set V: Items (g)-(k) in Problem 7 on p. 109 of Mates's Elementary Logic.
Set VI: Problem 8 on p. 109 of Mates's Elementary Logic.
Set VII: Problem 11 on p. 110 of Mates's Elementary Logic.
Set VIII: Theorems 56-65 on p. 105 of Mates's Elementary Logic.
Set IX: Theorems 70-80 on pp. 105-106 of Mates's Elementary Logic.

Friday, April 13

Set X: Problem 3 on p. 130 of Mates's Elementary Logic.
Set XI: Problem 4 on p. 130 of Mates's Elementary Logic.
Set XII: Problem 5 on p. 131 of Mates's Elementary Logic.
Set XIII: Problem 7 on p. 131 of Mates's Elementary Logic.
Set XIV: Problems 10 & 11 on pp. 131-132 Mates's Elementary Logic.
Set XV: Problem 7 on p. 52 of Mates's Elementary Logic.
Set XVI: Prove metatheoretical generalization #3 at the bottom of p. 65 in Mates's Elementary Logic.
Set XVII: Prove metatheoretical generalization #5 at the bottom of p. 65 in Mates's Elementary Logic.
Set XVIII: Problem 9 on p. 68 of Mates's Elementary Logic.

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PHIL 241 Extra Credit Assignments