is uniformly continuous over 
.Assignment #3
Homework: Questions 4.3, 4.8, 4.13, 4.25 (may want to use a theorem from the text for this question) and 4.35 around page 100. Due Oct.9.
Questions for in-class presentation (Oct 9)
Student #1 -> 4.54
Student #2 -> 4.53
Student #3 -> 4.52
Student #4 -> 4.51
Student #5 -> Show that
is uniformly continuous over .
Bonus question: Find two metric spaces S and T and a continuous one-to-one function f:S -> T such that
the inverse of f is NOT continuous.