On this page you will find information about the unit exams, makeup exam, and
final exam. This includes the dates of the exams, any review material (if
appicable), and solutions once the exam date has passed.
Make-up and Final Exams:
The make-up and final exams will consist of questions that are similar in
philosophy to the questions on the unit exams. There will be 4 questions on the
make-up exam, and 8 questions on the final exam. Both exams will be
open book,
open notes.
The key topics that you will need to know are:
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Subspaces of vector spaces (Including the Fundamental Subspaces Theorem)
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Basis and coordinates
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Change-of-bases
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Linear Transformations
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General Inner Product Spaces
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Least Squares Approximations
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Gram-Schmidt Orthogonalization
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Eigenvalues and Eigenspaces
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Systems of differential equations
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Unit III Exam:
Covers sections 6.1-6.3 of the book, and
Good Problem sets 13-14.
Take-home portion:
blank copy
In-class portion: (
Review Guide)
blank copy
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