| Date | Section/Topic | Assignment | Due Date |
| 1-23 | Intro/Conjecture | HW--Formulate an argument in support of the statement "The sum of any two odd integers is even." (Also, remember the reading assignment!) | -- |
| 1-25 | Sentences & Statements | HW pp. 9-10: 1, 8, 10 | -- |
| 1-27 | Statements & Properties | Supplemental homework 1: Sentences and statements | -- |
| 1-30 | Specifying sets; Quantified statements | pp. 8-9: 3-13 odd | -- |
| 2-1 | Quantified statements | Supplemental homework 2: Existentially quantified statements Problem Assignment 1 | -- 2-6 |
| 2-3 | Quantified statements | Supplemental homework 3: Universally quantified statements | -- |
| 2-6 | Quantified statements | Supplemental homework 4: Negating and disproving quantified statements Problem Assignment 2 | -- 2-10 |
| 2-8 | Quantified statements | pp. 30-31: 2(acehi), 4(abce), 7(a-f), 8(acehi) | -- |
| 2-10 | Quantified statements | Problem Assignment 3 | 2-15 |
| 2-13 | Quant. statements/Symbolic logic | Supplemental homework 5: Deductive reasoning and symbolic logic | -- |