## HW0: Read Sections 0.1 and 0.2. 0.1 and 0.2 should be a review of material you already know. We will work some examples from 0.2 and the first part of 0.3 next class meeting. Due: Thursday, 1/9 ---------------------------------------------------------------- HW1: 0.2 #'s 15-25, 19-49 odd; 0.3 #'s 1-7 odd; R&S 0.3 Due: Tuesday, 1/14 ---------------------------------------------------------------- HW2: 0.3 #'s 1-47 odd; R&S 0.4 Lecture notes from Tuesday, 1/14 Due: Thursday, 1/16 ---------------------------------------------------------------- HW3: 0.4 #'s 1-57 odd; R&S 0.5 Lecture notes from Thursday, 1/16 Due: Tuesday, 1/21 ---------------------------------------------------------------- HW4: 0.5 1,3,7-11,15-59 odd; R&S 0.6 Lecture notes from Tuesday, 1/21 Here is a good site that both explains and works examples with multiplying polynomials. Due: Thursday, 1/23 ----------------------------------------------------------------

Our first quiz over HW1-HW3 (0.1-0.4) will be Thursday, 1/23--------------------------------------------- HW5: 0.6 1-15,25-33 odd; R&S 0.6 Lecture notes from Thursday, 1/23 Extra help if you need it: Practice problems on factoring or multiplying polynomials Here is a good site that both explains and works examples with factoring polynomials. Due: Tuesday, 1/28 ---------------------------------------------------------------- HW6: 0.6 #'s 35-45,55,57; 0.7 #'s 1-19 odd; R&S 0.7 Lecture notes from Tuesday, 1/28 Due: Thursday, 1/30 ---------------------------------------------------------------- HW7: 0.7 #'s 21-43,49; R&S 2.1 Lecture notes from Thursday, 1/30 Due: Tuesday, 2/4 ---------------------------------------------------------------- HW8: 1.1 #'s 1-41 odd; R&S 1.2 Lecture notes from Tuesday, 2/6 Due: Thursday, 2/6 ----------------------------------------------------------------Remember to bring your study sheet and calculator!Our second quiz over HW1-HW3 (0.5-0.7 - HW4-HW7) will be Thursday, 2/7--------------------------------------------- HW9: 1.2 #'s 3,5,7-11,27-41 odd; R&S 1.3 Lecture notes from Thursday, 2/6 Due: Tuesday, 2/11 ---------------------------------------------------------------- HW10: 1.3 #'s 5-9,15-41 odd; R&S 1.4 Lecture notes from Tuesday, 2/11 Due: Thursday, 2/13 ---------------------------------------------------------------- HW11: 1.3 #'s 43,45,51 (from handout),53,59; R&S 1.4 Lecture notes from Thursday, 2/13 Due: Tuesday, 2/18 ---------------------------------------------------------------- HW12: 1.5 #'s 7-27 odd; R&S 1.5 Lecture notes from Tuesday, 2/18 Due: Thursday, 2/20 ----------------------------------------------------------------Remember to bring your study sheet and calculator!Our third quiz over HW8-HW11 (sections 1.1-1.3) will be Thursday, 2/20---------------------------------------------------------------- HW13: 2.1 #'s 5-11,17-21 odd; R&S 2.1 Due: Tuesday, 2/25 ---------------------------------------------------------------- HW14: 2.1 #'s 23-43 odd; R&S 2.2 Lecture notes from Tuesday, 2/25 Due: Thursday, 2/27 ---------------------------------------------------------------- HW15: 2.2 #'s 1-11,17-19,27,31,33,35,37 Lecture notes from Thursday, 2/27 Due: Tuesday, 3/4 ---------------------------------------------------------------- HW16: 2.3 #'s 15,19,21; 24. #'s 1-11, 13-21 odd; Write up graph examples for 5th and 6th degree polynomials like the examples in class today; Lecture notes from Tuesday, 3/4 Due: Thursday, 3/6 ----------------------------------------------------------------Remember to bring your study sheet and calculator!Our fourth quiz over HW13-HW15 (sections 2.1-2.2) will be Thursday, 3/6---------------------------------------------------------------- HW17: 3.1 #'s 1-33,43,47 odd; R&S 3.2 Lecture notes from Thursday, 3/06 Due: Tuesday, 3/11 ---------------------------------------------------------------- HW18: 3.2 #'s 3-25,43,45 odd; R&S 3.3 Lecture notes from Tuesday, 3/11 Due: Thursday, 3/13 ---------------------------------------------------------------- HW19: 3.3 #'s 11.13.23.27; R&S 3.4 Good web page for checking your work on the Gaussian Elimination method HW20: 3.3 #'s 39,41,37; R&S 3.4 Lecture notes from Tuesday, 3/25 Due: Thursday, 3/27 ---------------------------------------------------------------- HW21: 3.4 #'s 5-9,15,17,29,31; Chap 3 Review (pg 250) #31; R&S 4.1 Lecture notes from Thursday, 3/27 Due: Tuesday, 4/1 ---------------------------------------------------------------- Formula for the inverse of a 3x3 matrix. Do NOT use this on a quiz or homework! I just put it here because a student asked to see it! When you find the inverse of a 3x3 matrix on our quiz on Thursday, I want you to use the Gaussian method we used in class. No credit will be given for using the formula! ---------------------------------------------------------------- HW22: 3.4 # 55; R&S 5.1 Lecture notes from Tuesday, 4/1 Due: Thursday, 4/3 ----------------------------------------------------------------Remember to bring your study sheet and calculator!Our fifth quiz over HW17-HW22 (sections 3.1-3.4) will be Thursday, 4/2---------------------------------------------------------------- Some notes on specific things to know for quiz 5: While you should be able to do any of the assigned homework problems on sections 3.1-3.4 (HW17-HW22), some problems have been guaranteed to be on this quiz. I've had several students ask me to remind them of what I said. Here it is: Good things to know for tomorrow's quiz: 1. How to add, subtract, and multiply matrices HW problems 3.1 #'s 15-27, 3.2 #'s 3-17,23,25 Good textbook examples: examples 1,2,3,4,6 in 3.1 example 1b in 3.1 (from my lecture notes on 3.2 #'s 4,8,almost 8,46) 2. How to solve a 3x3 system of equations using the Gauss-Jordan method HW problems 3.3 #'s 11,13,23,27,37,39 Good textbook examples: examples 1,3,4 in 3.3 (from my lecture notes on 3.3 #'s 34,44,40) 3. How to find the inverse of a 2x2 matrix using the formula: HW problems 3.4 #'s 5-9 Good textbook examples: example 3 in 3.4 (from my lecture notes on 3.4 # 6) 4 How to solve a 2x2 system of equations with the matrix inverse method: HW problems 3.4 #'s 29,31 Good textbook examples: (from my lecture notes on 3.4 # 30) 5. How to find the inverse of a 3x3 matrix using Gaussian Row Operations: HW problems 3.4 #'s 15,17 Good textbook examples: example 2 in 3.4 (from my lecture notes on 3.4 # 34) ---------------------------------------------------------------- HW23 5.1 #'s 1-15,29,31; R&S 5.2 Lecture notes from Thursday, 4/3 Due: Tuesday, 4/8 ---------------------------------------------------------------- HW24: 5.2 #'s 1-25,35-41,49 odds; R&S 5.3 Lecture notes from Tuesday, 4/8 Due: Thursday, 4/10 ---------------------------------------------------------------- HW25: 5.3 #'s 1-21,25,27; R&S 6.1 Lecture notes from Thursday, 4/10 Due: Tuesday, 4/15 ---------------------------------------------------------------- HW26: 6.2 1-21 odd; R&S 62 Lecture notes from Tuesday, 4/15 Due: Thursday, 4/15 ---------------------------------------------------------------- HW27: Handout 1 Lecture notes from Thursday, 4/17 Finance Formulas Due: Tuesday, 4/22 ---------------------------------------------------------------- HW28: Handout 2 Lecture notes from Tuesday, 4/22 Review Sheet for the final exam Due: Thursday, 4/24 ---------------------------------------------------------------- solution to problem 10 on handout 2 My Final Exam Schedule (Spring 2014) If you have questions on any of this, send me an email requesting a time to meet. I will have many students and will always give first priority to those who scheduled an appointment! Note: On all emails for this course, start the subject line out with MAT1311, followed by whatever else is appropriate. Emails without this subject line formatting may not be accepted! The final exam is from 10:00 to Noon on Thursday, May 1st in this room. Bring your calculator (NOT a phone, ipad, android, or other internet capable device) and your study sheets.Remember to bring your study sheet and calculator!

Last updated on ... Feb 20, 2014

Created on ... Jan 30, 2014