Exam 1, February 12, 2013
E'HO
Exam 1 SOth0 n5
Linear Algebra, Section 002 (TR 8:40am 9:553:11), Dave Bayer, February 12, 2013

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Exam 3, 10:10 AM, April 16, 2013
Exam 3
Linear Algebra, Dave Bayer, 10:10 AM, April 16, 2013
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Practice Problems
Linear Algebra, Dave Bayer, February 12, 2011
These are supplemental practice problems for our rst exam.
[1] Find a system of equations having as solution set the following afne su
Final Exam, Alternate, May
Final Exam
Linear Algebra, Dave Bayer, Alternate, May
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Final Exam, Section
, May
,
Final Exam
Linear Algebra, Dave Bayer, Section
, May
,
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Final Exam, Section
, May
,
Final Exam
Linear Algebra, Dave Bayer, Section
, May
,
Uni:
Name:
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[6] Let A be the matrix
A=
32
.
23
Find a basis of eigenvectors and eigenvalues for A. Find the matrix exponential eA .
Page 11
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[7] Let A =
9 2
. Find the matrix exponential eAt .
2
[4] Compute the determinant of the following 4 4 matrix:
1
0
0
1
1
0
0
1
1
0
0
1
What can you say about the determinant of the n n matrix with the same pattern?
Page 7
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[4] Compute t
Exam 1 Alt, February 12, 2013
Exam 1 Alt
Linear Algebra, Dave Bayer, February 12, 2013
IE
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