Toronto Math Forum
MAT2442014F => MAT244 Misc => Topic started by: Timur Galiullin on October 01, 2014, 11:47:49 AM

What chapters will be covered in test1?
Will graph sketching be involved?
Direction fields?

All material we cover in Chapters 13 including this week: namely, from Chapter 3 linear homogeneous equations with simple real roots (3.2), double real roots (3.4), complex roots (3.3) and also inhomogeneous equations with quasi polynomial right hand expressions (3.5) and method of variations of parameters. There could be Euler equation (problem 34 on p 166).
There are three handouts http://www.math.toronto.edu/courses/mat244h1/20149/handouts.html (http://www.math.toronto.edu/courses/mat244h1/20149/handouts.html)
* Handout 4to section 3.5 (Linear ODEs with constant coeffcients).
* Handout 4bto section 3.5 (Euler equations).
* Handout 4cto section 3.6 (Summarizing Method of Variation of Parameters, section 3.6).
Also material we covered in Chapters 1, 2.

Hi Prof. Ivrii,
Can you please also state the materials that might be on the test from chapters 1 and 2, like listing each section like you did for chapter 3?
Thanks!

TT1 could include any material from Chapters 1, 2 (sections which we covered)

Hi Prof. Ivrii,
Do you mind going over the sections that we covered in chapters 1 and 2? Just so I make sure I don't study things we didn't go over!
Thanks!

What about looking at http://www.math.toronto.edu/courses/mat244h1/20149/homeassignments.html (http://www.math.toronto.edu/courses/mat244h1/20149/homeassignments.html) where all sections are listed? Or looking at old TT1 from Course outlines (and then to years)?