Term: 1192 - 1192

Instructor: Vasy, Fredrickson, Sanches Angelo

**Prove results from linear algebra. Understand the relationship between linear maps and matrices.**

How well did you achieve this learning goal in this course?

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**Prove results from real analysis. Be able to give epsilon-N proofs on limits of sequences and epsilon-delta proofs of the continuity of functions.**

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**Appreciate the importance of definitions and theorems in mathematical thinking. Learn to read and digest mathematical proofs, as evidenced by students' completion of the writing assignments in which they are asked to learn new material.**

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How useful to you were the **lectures**?

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How useful to you were the **problem sets**?

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How useful to you were the **readings**?

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How useful to you were the **writing assignments**?

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How useful to you was/were the **Daily Quizzes**?

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**How was the pace? How was the workload?**

**What was your favorite topic? What was the most difficult topic?**

**How accessible/useful were the two textbooks and the initial lecture notes on algebra/the real numbers? Please be specific.**

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