INFORMATION REGARDING STUDY GROUPS AND SERVICE LEARNING

Pick up your study group registration form outside my door. It must be signed and intialed by a full time faculty/staff. Turn that into me before the test and show me your completed study group assignment when I check the homework to get the extra 5pts added to the test. Though one registration form is sufficient for the whole group for end of year credit, Each individual person in the group must turn in their own completed review work to recieve the five points of extra credit on the test.

Chapter 1 and Chapter 2 Homework Assignments

Assignment 1 / Section 1.1 / pg. 5-8 / 1-11, 15, 19, 22-24, 27-32, 36, 40, 42, 44, 48, (51, 52) last two are challenging

additionally prove deductively:
1. that the product of odd and an even must be even
2. the square of a even is even

Chapter 2 Set Theory

Assignment 2 / Section 2.1 / pg. 46-50/1-12 (in notes), 20, 22, 26-29, 40, 46, 47, 49, 52, 56, 58, 60, 65, 76, 78, 79, 80, 84, 85, 91-94

Assignment 3 / 7th Edition / Section 2.2 /pg. 54-55/1-6(in notes), 8-32(even), 33-36, 38-50(even), 54-57
Assignment 3 / 8th Edition/ Section 2.2/pg. 58-59/Same numbers as above

Assignment 4 / 7th edition/ Section 2.3 / pg. 62-66 /1-14(in notes), 69-84, 87, 88, 108, 110, 112, 120, 122
Assignment 4/ 8th Edition/ Section 2.3/pg. 68-71 /1-14(in notes), 83-98, 101, 102, 122, 124, 126, 71, 74

Assignment 5 / 7th ed /Section 2.4 / pg. 71-75/ 1-8(in notes), 9, 10, 15, 17-22, 41-46, 53, 54, 64, 66, 68, 74, 76, 78, 80, 82, 86(challenging one)
Assignment 5/ 8th ed / Section 2.4/ pg. 77-82/ same numbers as above

Assignment 6 / Section 2.5 / pg. 80 (7th ed.) or pg. 86 (8th ed.)/2-14(even), 16 for all you crazies

Assignment 7/ Section 2.6 / pg. 86/ 1, 2, 5, 10, 15, 16 & Special problem

Study Group Assignment for Test 1

7th edition /pg 35-36 / 1-6, 10-11 and pg. 38 / 1-3 (for the problems dealing with sequences also tell me what kind of sequence, arithematic, geometric, or recursive) and pg. 90 / 1-18 (for 17 make sure you are not using the sets provided in the previous problems but a general diagram in which the regions are all labeled one through four in the case of two sets or one through eight in the case of eight sets.)

8th edition / pg 37-38 / 1-6, 10-11 and pg 41/1-3 (for the problems dealing with sequences also tell me what kind of sequence, arithematic, geometric, or recursive)and pg 97-98 1-20 (for 19 make sure you are not using the sets provided in the previous problems but a general diagram in which the regions are all labeled one through four in the case of two sets or one through eight in the case of eight sets.)