Columbus
State Community College Linear
Algebra , Math 202
Course Description (from the College): Study
finite-dimensional vector spaces. Topics include matrices, determinants,
linear independence and eigenvalues. Prerequisite: MAT 191 or equivalent. *Files
on this page are mostly in .docx format (though some are in .pdf). If you have difficulty
downloading them, see instructions linked in the left margin.
Syllabus -- in Word format
Homework
Important Dates
Exam I Part 1/Part 2 -- Monday, September 19th
exam key/study guide key
Exam II Part 1/Part 2 -- Monday, October 17th
exam key/study guide key Exam III
Part 1/Part 2 -- Wednesday, November
9th exam key/study guide
key
Final Exam Part 1/Part 2 -- Wednesday, December 14th at 7:45 p.m.
exam
key
more detailed schedule in the syllabus
Email List
via Canvas
Announcements:
Math Office: Mathematics 231J
My AACC voicemail: (410) 777-1264
My AACC email: bjmccall@aacc.edu
Office Hours: M 3:30-5, T 6-7, W 4-5, Th 4:30-7
Answer
Keys
Quiz #1 -- key
Quiz #2 --
key Quiz #3 --
key Quiz #4 --
key
Quiz #5 -- key
Quiz #6 -- key
Quiz #7 -- key
Quiz #8 -- key
Quiz #9 -- key
Quiz #10 -- key
Quiz #11 -- key
Quiz #12 -- key
Quiz #13 -- key
Quiz #14 -- key
Homeworks to be
Turned in
Homework
#1
Homework
#2
Homework
#3
Homework #4
Homework
#5
Homework
#6
Homework
#7
Homework
#8
Homework
#9
Homework
#10
Homework
#11
Proof Set
#1
Proof Set
#2
Proof Set
#3
Proof Set
#4
MatLab/Maple/Excel Labs
Lab
#1 --
Code
Lab #2 --
Code
Lab
#3 --
Code
Lab
#4 --
Code
Lab
#5 --
Code -- M-Files
1
2*
Lab
#6 --
Code
Lab #7 --
Code
Lab
#8 --
Code
How to Access
MatLab *right click on link to save files
Projects
Regression Project, Part 1: Data Collection
Regression Project, Part 2:
Analysis
Handouts
Matrices Overview --
key
Matrix Operations on the TI-83/84
Eigenvalues & Eigenvectors
-- key
Linear Transformations
-- key
Inner Products --
key
Writing Proofs
Vector Spaces &
Subspaces --
key 2x2 Matrix calculator
(for finding eigenvalues, in .xlsx)
3x3 Matrix calculator (for
finding characteristic polynomials in .xlsx)
Coordinate Systems --
key
Markov Chains --
key
Discrete Dynamical Systems --
key
Writing the Matrix of a Linear
Transformation --
key
Homogeneous Solutions and Nullspaces
-- key
Systems of Linear ODEs
--key
Regression Equations Similarity Transformations Loop Currents
Proofs
Summation Formula (by Mathematical Induction) Links:
PDF Graph Paper
I Will Derive song How to
draw Greek GraphCalc
Free Online Math
Courses
Summer 2016
|