Grade 5 |
|
| Mon | Text page 48 #1-9. Must show work. Check
answers. |
| Tue | W5A-21 & Practice 3D texbook page 48 # 10-13. |
| Wed | None |
| Thu | Winter Break Starts! |
| Fri | |
| Grade 6 |
|
| Mon | No class |
| Tue | [05-12-14-KN6] "Circle 92" #9(a,b,c), 10
(a,b,c); "Circle 101" #1(e, d, f, j), 2(a,b,c), 3(a,b,c), 4 (a,b,c),
9(a,b,c); "Circle 102" #2 (a,b,c), 3 (a,b,c). |
| Wed | None |
| Thur |
Winter Break Starts! |
| Fri |
|
| Grade 7 |
|
| Mon | [05-12-13-N7] [6.2] #3 (g, h, i) |
| Tue | [05-12-13-N7] [6.2] #3(f, j, k, l, m, n) |
| Wed | None |
| Thu |
Winter Break Starts! |
| Fri | |
| Grade 9 |
|
| Mon | [05-12-19-L9] [3.7] #25, 29, 32, 51, 52, 56 |
| Tue | [05-12-19-L9] [3.7] #7, 10, 15, 21, 23, 53, 54,
55 |
| Wed | None |
| Thu | Winter Break Starts! |
| Fri | |
| Grade 11 |
|
| Mon | 1. Prove an addition theorem, then prove all
identities on back of list of important identities. 2. Prove several identities chosen from problem sets: [05-12-16-MT-11-A], [05-12-16-MT-11-B], [05-12-16-MT-11-C] |
| Tue | Continue work from Mon. |
| Wed | None |
| Thu | Winter Break Starts! |
| Fri | |