APMA 308
Math 552
Meeting Time
TH 9:30-10:45am
Location
Thornton
E303
Office Hours
M: 3-4pm, T: 4-5pm, W: 4-5pm, Kerchof 213
Toolkit Stuff
Syllabus
Course Policy
Grade Book
Course Evaluations
Homework Assigments
Sol
1.1
: 6 e, f; 13 b, d;
7.1
: 2, 4, 9, 10, 11
Sol
1.2
: 1 c, d; 2 b, d, h; 11; 13; 14 b;
1.3
: 6 d, e; 7 c, e; 8 c; 11 b, c; 12; 13; 14; 17; 18
Sol
1.4
: 4; 5; 6 b, d; 7; 9; 12;
1.5
: 22; 34
1.6
: 5; 8; 18; 19
Sol
2.1
: 21 b; 23 a
2.2
: 33; 42; 45
2.3
: 27 b, d; 31
Sol
2.4
: 11; 32; 33 b, d, f; 37; 39
2.5
: 5 b, g; 11 a; 21; 24 b
7.2
: 10; 24; 25
Sol
2.6
: 2; 4; 13; 18; 19;
2.8
: 1 b, f; 2; 6; 7; 12;
2.9
: 1 b, d; 2 b, d; 3 b; 6; 7; 8 b; 12
Sol
3.1
: 6 b; 13;
3.2
: 4; 5; 10 b, d; 20;
3.3
: 5 b; 6 d; 11 b; 12 b; 14 b
Sol
3.4
: 27; 31;
3.5
: 2; 9;
5.3
: 8 c; 9 b; 16
Sol
4.1
: 1; 8; 11 a; 18 b, d; 20 a, b; 27 b ,c; 30;
4.2
: 2 b, e; 5 b; 15 b;
Sol
4.3
: 5; 13; 14;
4.4
: 1 b; 2 d; 4 b; 7; 15 b, d; 17 a, c;
4.5
: 2 f; 4 b; 6 b; 9; 10 b, c; 11; 19
Sol
4.6
: 3 b, c ; 6 e; 16; 21 b; 24; 27;
4.7
: 12; 16
Sol
4.8
: 1 b, d; 2 b; 3 c, e, g; 4 b, d; 5 b; 7; 8; 10;
4.9
: 2; 4; 6; 13 b; 12; 14 b, d
Sol
5.1
: 7; 17; 22; 24;
5.2
: 3; 12
5.4
: 2; 3 a, b; 8;
6.3
: 3; 5; 8; 10;
6.4
: 16; 22; 27
Class Notes
Lecture 1: Systems and Matrices
Lecture 2: Gaussian Elimination
Lecture 3: The Vector Space
R
^n
Lecture 4: Span, Independence, Basis, and Dot Product
Lecture 5: Geometry and Applications
Lecture 6: Matrix Operations
Lecture 7: More Matrix Operations
Lecture 8: Inverse Matrices & Matrix Transformations
Lecture 9: LU Decomposition
Lecture 10: Matrix Operations & Linear Transformations
Lecture 11: Applications
Lecture 12: Determinants
Lecture 13: Determinants & Inverse Matrices
Lecture 16: Abstract Vector Spaces
Lecture 17: Linear Independence & Basis
Lecture 18: Basis & Rank
Lecture 19: Projections and Gram-Schmidt
Lecture 20: Linear Transformations, Kernel & Range
Lecture 21: 1-1 and onto, Invertible transformations, and Systems
Lecture 22: Quadratic Forms
Lecture 23: Coordinate Vectors
Lecture 24: Matrices and Linear Transformations
Lecture 25: Inner Products & Fourier Series
Lecture 26: Applications and Least Squares
Quizzes
Quiz #1
&
Solutions
Quiz #2
&
Solutions
Quiz #3
&
Solutions
Quiz #4
&
Solutions
Quiz #5
&
Solutions
Quiz #6
&
Solutions
Quiz #7
&
Solutions
Quiz #8
&
Solutions
Exams & Solutions
Midterm #1
: Feb 26th, 7-9 PM &
Solutions
Midterm #2
: April 8th, 7-9 PM &
Solutions
Final Exam
: May 1st, 7-10 PM,
Thornton E316
&
Solutions
Extra Practice
Basis and Homogeneous Systems
Basis and Homogeneous Systems Solutions