Homework Assignments
Homework Assignments:
due 6-May
- Turn in (Chapter 3)
- see Homework Assignment 11
due 22-Apr
- Turn in (Chapter 3)
- see Homework Assignment 10
due 10-Apr
- Turn in (Chapter 2)
- see Homework Assignment 9 (Note: this counts as part of your WPR grade!)
due 31-Mar
- Turn in (Chapter 2)
- see Homework Assignment 8
due 10-Mar
- Turn in (Chapter 2)
- see Homework Assignment 7
due 4-Mar
- Turn in (Chapter 2)
- see Homework Assignment 6
due 25-Feb
- Turn in (Chapter 2)
- see Homework Assignment 5
Hint: For #6, recall that we showed in class that $\big| |a|-|b| \big| \leq \big|a-b\big|$.
due 8-Feb
- Turn in (Chapter 1)
- rewrite problem 15 (assuming problem 14 is true). I'm especially looking at how you use the definition of continuity. You can assume that $f(x)=x^n$ is an increasing function. Also be prepared to discuss problems 19 and 38.
due 4-Feb
- Turn in (Chapter 1)
- see Homework Assignment 3
due 29-Jan
- Turn in (Chapter 1)
- 11,14,15,18
due 23-Jan
- Turn in (Chapter 1)
- 1,3,5,6,7,9,10
The solution to problem 10 has been posted on the forum.