MAT 3306.01, Differential Equations, Spring 2019

Good Links

1. Course Syllabus

2. Superb Advanced Math CAS-Plotting Software (Windows Version)

3. Superb Advanced Math CAS-Plotting Software (Mac Version)

4. wxMaxima - The 10 Minute Tutorial

5. A Good Detailed wxMaxima Tutorial

6. Paul's Notes on Differential Equations (Our Textbook)

7. Link to an external WIMS server

8. Integral Tables

9. Common Derivatives and Integrals

10. Trig Identities

11. Homework Expectations

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Homework Assignments

HW0: Read and Study (R&S) pgs 1-21 in Paul's Notes. Remember to dress up pretty for the seating chart pictures on Thursday! Due: Start of class on Thursday, 1/17 =========================================================== HW1: a) Show that y = 7x^(-1/2) is a solution to the ode of Example 1, (pg 5) in our text. b) Show that the given solution in Example 5 (pg 6) is valid. c) Work problems 15-23 odd, 26 and 52 from Schaum's pgs 6-7. R&S pgs 22-36 in our text (Paul's Notes) Due: Start of class on Tuesday, 1/22 =========================================================== HW2: a) Work Paul's Examples 3 and 4 from 2.1 of our text (pgs 30-32). Show all steps of simplifying and evaluation of integrals. b) Work problems 24,34,50, and 52 from Chapter 6 of Schaum's. Show all steps of simplifying and evaluation of integrals. Due: Start of class on Thursday, 1/24 =========================================================== HW3: Work Schaum's problems 4.24, 4.32, 4.42 and 4.45. Show all work on each problem and show the interval of validity for each problem. R&S 2.3 Due: Start of class on Tuesday, 1/29 =========================================================== We will have our first test over HW1, HW2 and HW3 on Thursday. =========================================================== HW4: Do 2.3 examples 4,5 in Pauls (pgs 45-63) (exact odes). Do the following problems from the Schaum's Chapter 5 on Exact ODEs: Problems 4,5,26,27 How-To for Exact ODEs (corrected version) Lecture notes over this material from a previous semester My solutions to the schaum's 4.5, 4.26, and 4.27 Due: Start of class on Tuesday, 2/5 =========================================================== HW5: Do 2.4 examples 2 and 3 in Paul's (Bernoulli odes - pgs 60-66) like we did example 1 in class today. Show all details of the solution on your paper, especially the solution of the linear equation in v. Do problems 6.17, 6.42, and 6.53 in Schaum's. State the Interval of Validity for each problem, along with the solution. R&S 2.5 in Paul's Due: Start of class on Thursday, 2/7 =========================================================== HW6: Do example 2 in Paul's Chapter 2 Section 5 (Substitutions - pgs 70-71) like we did example 1 in class today. Show all details of the solution on your paper, along with the Interval of Validity. Do problems 4.11, 4.50 in Schaum's. Show all details of the solution on your paper, along with the Interval of Validity. Obtain the General Explicit Solution, if possible. R&S pgs 71-75 in Paul's. Due: Start of class on Tuesday, 2/12 =========================================================== We will have our second test over HW4, HW5 and HW6 on Thursday. =========================================================== HW7: Do example 4 in Paul's Chapter 2 Section 5 (pgs 73-75) like we did example 3 in class today. Show all details of the solution on your paper, along with the Interval of Validity. Here is a link to Paul's coverage of Partial Fractions Decomposition (Just in case you need it!) R&S pgs 76-83 (2.6 and 2.7a) in Paul's. Write a brief (no more than 1/2 of one page) summary of what you think was important from the reading in Paul's 2.6. Have this ready to turn in! Due: Start of class on Tuesday, 2/19 =========================================================== HW8: Complete the work you did in class on Tuesday in performing the details of the integration. If your work from the board arrives at the correct answer with all steps shown, then your board picture is all you need. If you missed class today, do the details on paper and have it ready to turn in. R&S pgs 83-89 in our text. Due: Start of class on Thursday, 2/21 =========================================================== HW9: Do the following Schaum's Chapter 7 Problems: Mixture Problems: #'s 65,67,70 (look at #'s 16,17,18 for examples) Population Problems: #'s 26,27,31,33,34 (look at #'s 1-7 for examples) Do your nice write-up of Paul's 2.7 Ex 2. Due: Start of class on Tuesday, 2/26 =========================================================== HW10: Do the following Schaum's Chapter 7 Problems: Moving Objects Problems: #'s 51,54,56,58,59,63 (look at #'s 11-15 for examples) Due: Start of class on Thursday, 2/28 =========================================================== HW11: Finish the motion problems from HW10. R&S Paul's chapter 3, sections 1 and 2 (pgs 111-121). Due: Start of class on Tuesday, 3/5 =========================================================== HW12: Do Paul's 3.2 Examples 2 and 3; Do Schaum's Chapter 9 problems 22,28,29,32; R&S Pauls 3.3 (pgs 122-126) Due: Start of class on Tuesday, 3/19 =========================================================== HW13: Do Paul's 3.3 Example 1 carefully, on paper to turn in. Try to graph your solution to Example 1. Due: Start of class on Tuesday, 3/19 ===========================================================
The final exam for MAT3306.01 (the T/Th 2:40 section) is on Thursday (May 9th) from 7:45 - 9:45AM in this room. Bring your calculator (NOT a phone, ipad, android, or other internet capable device) and your study sheets.
Note: On all emails for this course, start the subject line out with MAT3306, followed by whatever else is appropriate. Emails without this subject line formatting may not be accepted!

Last updated on ... 12/14/2018

Created on ... 12/14/2018