University of Memphis Spring 2023 MATH 2120 Differential Equations Dept Math Sciences Dwiggins
MONDAY WEDNESDAY FRIDAY
  Jan 18   Jan 20  
MLK Day 1.1-2 Introduction to 1.2-3 Initial Value
      ODE's and PDE's   Problems
Jan 23   Jan 25   Jan 27  
2.1 Behavior of 2.2 Separable 2.3 First-Order
  Solutions   Equations   Linear ODE's
Jan 30 HW 1 Due Feb 1   Feb 3  
2.4 Exact 2.5 Methods of 2.6 Numerical
  Equations   Substituion (plus Ch. 9) Methods
Feb 6   Feb 8 HW 2 Due Feb 10  
3.1 Examples of 3.2 Examples of REVIEW
  Linear Models   Nonlinear Models
Feb 13   Feb 15   Feb 17  
Test # 1 4.1 Higher-Ordered 4.2 Reduction
Chapters 1, 2, 3   ODE's and PDE's   of Order
Feb 20   Feb 22   Feb 24  
4.3 Homogeneous 4.4 Nonhomogeneous 4.5 Annihilator
  Equations   Equations   Method
Feb 27 HW 3 Due March 1   March 3  
4.6 Variation of 4.7 Euler 4.8 Green's
  Parameters   Equations   Functions
Spring Break
March 13   March 15   March 17  
5.1 Vibrational 5.2 RLC 7.1 Laplace
  Behavior   Circuits   Transforms
March 20 HW 4 Due March 22   March 24  
7.2 Transforms of 7.2 Finding REVIEW
  Derivatives   Inverse Transforms
March 27   March 29   March 31  
Test # 2 6.1-2 Power Series 6.2-3 Ordinary and
Chapters 4 and 5   Solutions   Singular Points
April 3   April 5 HW 5 Due April 7  
6.3-4 Special 4.9, 8.1 Linear Systems 8.2 Eigenvalues and
  Functions   of ODE's   Eigenvectors
April 10   April 12   April 14 HW 6 Due
8.3 Nonhomogeneous 8.4 The Matrix 7.6 Laplace Transforms
  Systems   Exponential Solution   of Linear Systems
April 17   April 19   April 21  
REVIEW Test # 3   Review
Chapters 6, 7, 8   Test # 1
April 24   April 26   Monday, May 1
  Review   Review Final Exam
  Test # 2   Test # 3 10:30 a.m. - 12:30 p.m.