| Monday | Tuesday | Wednesday | Friday |
| Jan 22: Syllabus Sets-1 handout Doc cam notes Video to watch. |
Handout and
assignment Video (problem 1) Notes from class discussion. |
Notes
from class discussion Handout (do #1,2 for Friday) Video of #2 from the functions 1 practice |
Quiz on practice problems assigned Monday and Tuesday Handout 1: properties of functions Handout 2: finding inverse functions (homework) Videos for handout 2 (inverse fns): part 1, part 2 Notes |
| Jan 29 No new practice. New handout. Inverse function answers Inverse functions and composition notes |
Proof
assignment due Monday Feb 5 Set operations notes Practice problems for Weds: textbook pg 46 #4, 9-12 |
Proof
assignment example 5 video Jan 31 notes and assignment: modular numbers |
Quiz on practice problems on inverse functions, one-to-one, onto, and function composition. |
| Feb 5: Homework pg 586 # 1, 3, 5 Notes |
More Homework: pg 586 # 7, 9, 13, 15, 17, 19, 31 | Homework handout.
1-3 will be checked in class. 4-8 will be collected Friday. Notes |
Homework handout.
(9-11 turn in Monday) Solutions from yesterday 1-3 |
| Feb 12: Explore the knapsack problem section 1.3 | Review sheet for
test Solutions to the review sheet |
Additional notes on the test review | Test 1 Watch these two videos before Monday: Multiplication counting principle Number of subsets of a set Extra: Binary numbers introduction (optional) |
| Feb 19: Homework (practice) pg. 23 # 23, 24, 29 pg. 91# 15, 16, 19, 23 pg. 413# 9, 13, 15 |
Pg. 414 # 16, 19, 21, 25, 27 pg 419 # 1, 6, 15, 16, 17, 19, 25, 27 |
pg. 414 # 23, 24, 29, 30 pg. 442 # 1-4 |
|
| Feb 26: Quiz on Last week's (Monday and Weds) homework. pg 412 # 1, 3, 5, 7 pg 426 # 1, 3, 5, 7 |
HW 8.5 pg 432 # 1, 3, 5, 7, 9 | HW 8.5 pg 432 # 11, 13, 15, 16, 19, 23, 25, 29 | No homework |
| Mar 5: Quiz on the rest of the chapter 8 homework (Fri Feb 9-Weds Feb 28) HW: 8.1, pg 406 # 26, 29, 30 Read/study example 2.49 on page 77 Notes |
After reading example 2.49 on page 77, watch this additional example: part1, part 2, part 3, part 4 Written final version of the example Then do homework: 2.5 pg 84 # 11, 12 Test review |
Test review solutions | Test 2 |
| Mar 12 | Spring | Break | |
| Mar 19: Geometric series | Recursive formulas HW 9.1 # 1-17 odd |
HW 9.2 # 2 | Notes and homework (to be collected Monday). |
| Mar 26 Iteration 9.2 # 12, 13, 17 | More iteration. Turn in two problems tomorrow. Notes and problem set here |
HW: 1.1 # 9-15 odd | Read/study sec 1.4 pgs 23-28 |
| Apr 2: 1.4 # 27, 28 (practice problems) | Notes and assignment (due Weds) pg 34 # 30 pg 39 # 31, 32 |
Notes and assignment (practice) Sec 9.3 # 13, 17, 23 Test review topics |
|
| Apr 9: Test on chapters 9 and 1 | Homework 4.1 pg 161 # 1-6, 9-12, 30-33 | 4.1 # 15-18, 23, 42, 43 | 4.2 pg 177 # 18-23: try to trace each graph. If you succeed, tell whether you found a circuit or a path. |
| Apr 16: Understand Thm 4.5 pg 170 (know what it means--you don't need to know the proof). Do 4.2 pf 178 # 35-38 |
Practice 4.3 # 5-12 | Homework quiz sections 4.1 and 4.2 | Notes from class Finish the Hamiltonian cycle worksheet |
| Apr 22: Notes Practice homework sec 4.4 pg 199 # 1-8 |
Hamiltonian cycle homework quiz | Homework (due Friday) pg 216-217 # 62, 68 pg 191 # 11 pg 200 # 23, 26, 32 (see WS) Draw a graph with chromatic number 5. |
Practice HW 5.1 pg 234 # 1-10, 13-17, 23, 24 |
| Apr 30: Final review HW (due Weds): 5.2 # 3, 4, 5, 7, 8, 19, 20, 29 5.3 # 1, 2, 3, 6, 23, 24, 26, 27 |
Some probability notes | Some review solutions (see also the solutions to the previous class review documents) Iteration video |
|
| May 7: | May 8 Final exam 7:45 AM |