Note: The numbering of the exercises refer to the textbook.

- HW5, due Monday, Oct 31:
- Listed in class: check out the first page of the class notes from October 26. In summary, it asks you what is the image of the "orange" circle under the linear map C.

- HW3, due Monday, Oct 24:
- Listed in class: check out the class notes from October 19.

- HW3, due Wednesday, Sept 22:
- Chapter 3, exercise 1, 14 and 15.

- HW2, due Wednesday, Sept 15:
- Chapter 1, exercise 15, 20.

- HW1, due Wednesday, Sept 8:
- Chapter 1, exercise 12.
- Prove that if $V$ is a vector space spanned by a finite set of vectors, then all bases for $V$ must have the same number of elements.

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