Math 2306 sec. 58 & 59 Spring 2016
Projected Semester Schedule (both sections)
Syllabus sec. 58 (2:00pm)
Syllabus sec. 59 (3:30pm)
Supplemental Instruction: Tues. & Thurs. 11:00am-12:15pm in Q204
SI Leader: Lauren McNitt lmcnitt @ students.kennesaw.edu (remove spaces if you copy)
Copyright Notice: Any item posted here that is of my creation is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License. 
Final Exam Info:
Date/Time/Place: Both finals will be held in D112
Section 58 (2pm): Thursday May 5, 2016 from 1:00-3:00pm
Section 59 (3:30pm): Tuesday May 3, 2016 from 3:30-5:30pm
Review from Exam 1 (Solutions)
Review from Exam 2 (Solutions)
Review from Exam 3 (Solutions)
Review from Exam 4 (Solutions)
Review of new material (Solutions)
An old final Another old final A third old final
Course Texts:
This course requires no text purchase. The following open access texts will be used.
Ordinary Differential Equations: Math 2306 by Ritter
Elementary Differential Equations with Boundary Value Problems by W.F. Trench
Notes on Diffy Qs: Differential Equations for Engineers by J. Lebl
Handouts:
Mechanical System and Series Circuit Formulas at a Glance
Useful Links:
KSU SMART Center (University tutoring services)
MathisPower4u (Video Library by James Sousa)
Exam 4 Material:
Exam 4 Solutions section 58 (this is the actual exam taken on April 26, 2016)
Exam 4 Solutions section 59
Exam 3 Material:
Exam 3 Solutions section 58 (this is the actual exam taken on March 22, 2016)
Exam 3 Solutions section 59
Exam 2 Material:
Exam 2 Solutions section 58 (this is the actual exam taken Feb. 25, 2016)
Exam 2 Solutions section 59
Exam 1 Material:
Exam 1 Solutions section 58 (this is the exam taken on Jan. 28, 2016)
Exam 1 Solutions section 59
Lecture Slides:
Section 58 (2:00pm)
Jan 12 Jan 14 Jan 21 Jan 26 Feb 2 Feb 4
Feb 9 Feb 11 Feb 16 Feb 18 Mar 1 Mar 3
Mar 10 Mar 15 Mar 17 Mar 24 Mar 29 Mar 31
Apr 12 Apr 14 Apr 19 Apr 21 Apr 28
Section 59 (3:30pm)
Jan 12 Jan 14 Jan 21 Jan 26 Feb 2 Feb 4
Feb 9 Feb 11 Feb 16 Feb 18 Feb 23 Mar 1
Mar 3 Mar 10 Mar 15 Mar 17 Mar 24 Mar 29
Mar 31 Apr 12 Apr 14 Apr 19 Apr 21 Apr 28
Suggested Homework:
List of suggested exercises by section
Additional Section 5 Exercises (with solutions)
Learning Outcomes:
Upon completing this course students should be able to:
1. Solve first-order separable and linear differential equations, and use these methods to solve applied problems.
2. Solve higher-order constant-coefficient linear differential equations and systems of differential equations, and use these methods to solve applied problems.
3. Find Laplace transforms and inverse transforms, and apply these to solve differential equations.
4. Find the Fourier series of a function.
